Winners of the Olympics-2001

  1. Danilicheva Polina, Korolev, Russia.
  2. Bekshanov Sergei, Korolev, Russia.
  3. Perov Stanislav, Korolev, Russia.
  4. Kavanosyan Tigran, Korolev, Russia.
  5. Yanvarev Vladislav, Korolev, Russia.
  6. Fattahova Natalia, Korolev, Russia.

 

Winners of the Olympics-2000
Space Projects Competition

1. Sarah Longest The Effects of a Non-Network Forming Polymer on the Dissipation Curve of Its Dielectric System (84.94 points), Virginia state, the USA.
2. Dmitry Golubtsov
Simulation System of Control Motion for Mechanical Caterpillar (82.94 points), Korolev, Russia.
3. Angela Kusaj
The End of the Universe, Not the End of Time (81.13 points), Virginia state, the USA.
4. Lee Tessler
Analysis of a Pulsed Detonation Wave Engine (80.75 points), Virginia state, the USA..
 
 

Winners of the Olympics-99

(1st round of Space Projects competition)

1. Alexander Goloborodko "The Era of the Separated World, or The Unity as the Space Problem in  Russian Philosophy" (100 points), school No19, Korolev, Russia.
2. Jennifer Fendrick "Jupiter" (88.75 points), Virginia state, the USA.
3. Sergej Parcegov "Closed Biological Life Support System on the Basis of Modular Designed Orbital Complexes" (84 points), the Science & Engineering School, Korolev, Russia.
4. Tomos Bell
"Communication with Another Sentient Species" (81 points), William Farr Comprehensive School, Lincoln, the UK.

(2nd round of Space Projects competition)

Anna MIHAILOVITCH "The Mechanical Model of the Caterpillar" (83.4 points), the Science & Engineering School, Korolev, Russia.
 

The Effects of a Non-Network Forming Polymer on the Dissipation Curve of Its Dielectric System
by Sarah Longest
Abstract:
 The purpose of this experiment was to develop an in-situ dielectric technique to monitor polymerization in microgravity and terrestrial environments. This experiment investigated the dielectric response of the polymerization of a non-network forming polymer. The capacitance and dielectric loss were measured at different temperatures for the epoxy resin, a linear polymer formed from epoxy 828 and an aniline curing agent. A dissipation curve can be found from the dielectric loss. It was hypothesized that the dielectric spectrum of the non-network forming polymer would be related to the build-up of the molecular weight of the polymer, therefore producing a significant curve in the dielectric spectrum instead of a flat line.
 In the higher frequencies of the trials at 75° and 90° Celsius, a significant dissipation curve was produced, which verified the hypothesis as being true in the parameters of this experiment. The experiment at 60° Celsius did not produce a dissipation curve, only an ionic curve, within the time limit. The results disprove previous theories that the dielectric system was directly related to the crosslinking in network forming polymers, showing instead that the dielectric system is related primarily to either the molecular weight build-up or the glass transition temperature. Future research should be conducted to verify these results and determine if the dissipation curve is related to the molecular weight or the glass transition temperature.

Introduction:
 Studies in microgravity have become very popular recently among NASA research
scientists in preparation for the upcoming “space age.” So far, scientists have studied phenomena such as heat transfer, magnetohydrodynamics, and combustion science in space to help them understand more about the effects of microgravity on terrestrial physics laws which are taken for granted (Rosenberg 11-12). Recently, space experiments have begun to include research on polymeric phenomena such as crystal growth and fluid physics, but the research is very limited (Rosenberg16).
  Research on the polymerization process could be very beneficial to the NASA Space Program. For example, new polymers could be produced to make space shuttles safer and more cost efficient. New equipment could be made out of these new materials to aid space exploration (i.e. sturdier machinery, more efficient rover vehicles, etc.). Eventually, polymers may be able to be manufactured in space as building materials for constructing and repairing space stations. Already, astronauts have been able to produce latex pellets in space used to calibrate scientific equipment on earth (Rosenberg 26). The possibilities for uses of polymers in microgravity are endless.
 However, a major drawback facing polymer research scientists involves how polymers are formed. As of yet, scientists have not been able to monitor the polymerization process in microgravity. All of the polymerization projects in microgravity have involved scientists performing the preliminary setup on Earth and then putting the polymer in a microgravity environment. Drop towers, aircraft, rockets, and orbiting shuttles are the most common forms of simulating microgravity (Rosenberg 3-7). Then the scientists analyze the results after the polymerization process has taken place, hoping to recreate the process from the data. A system that monitors the polymerization process as it takes place would be a great benefit to the research of polymerization in microgravity.
 So far, scientists can only speculate how microgravity affects the polymerization process. Scientists have known for along time that a polymer forms when monomers, the “building blocks” of polymers, bond together in long chains (Brown, Lemay, Burston 428). As the polymer chain grows, the molecular weight of the polymer increases. On Earth, once the molecular weight becomes too great, gravity can cause the polymer to precipitate out of the solution as sediment (Brown, Lemay, Burston 101). Gravity also plays a role in determining the weight and density of a monomer and the polymer it forms. However, in microgravity, these relationships may not hold true anymore. Without gravity, scientists speculate that polymers with large molecular weights would continue to remain suspended in solution and the density of the polymer would not be as significant in microgravity than on Earth. But because the polymerization process cannot be monitored in microgravity, scientists have no way of knowing for certain the effects of microgravity on polymers.
 Epoxies and polymers are used everywhere. Plastics, glues, and resins are just a few examples of products formed out of epoxy polymers. Epoxies are used to make everything from pens to plastic wrap to airplanes. Because polymers and epoxies are so widely used, it is essential to discover everything about the polymerization process and how epoxies are made. The purpose of this experiment was to develop an in-situ dielectric technique to monitor polymerization in microgravity and terrestrial environments.
 The in-situ dielectric spectroscopy provides a simple yet informative technique of
monitoring the polymerization process. It involves using a parallel plate setup or an
interdigitated electrode to record the capacitance and dielectric loss of the epoxy's dielectric system. Although scientists know a lot about the capacitance and dielectric constants, relatively little is understood about the origin of the dielectric loss during the polymerization process. This experiment was conducted to of learn more about dielectric loss in a polymeric system.
 Polymers are constructed of monomers: smaller molecules, most of which have a
backbone of carbon bonds (Brown, Lemay, Burston 428). When the epoxy prepolymers are mixed with a curing agent, the prepolymers link up in long chains to form polymers in a cured epoxy resin. This is the polymerization process (Brown, Lemay, Burston 428). As the polymer chains grow, the molecular weight also increases.
 Some polymers form networks, or crosslink between each other so as to connect many polymer chains together. (Brown, Lemay, Burston 435) These polymers can do so because they have two amine groups on benzene ring of the curing agent, which allows two monomers to connect to each other. (Fitz, Andejelic, Mijovic 5227) More crosslinking between polymers creates a more rigid epoxy resin (Brown, Lemay, Burston 435). Forming networks between polymers also increases the molecular weight of the epoxy resin. However, some polymers only have one amine group in the curing agent, and cannot crosslink. Instead, they make only long chains of polymers, and are not as rigid as the network forming polymers. These polymers are called non-network forming polymers (Kennedy).
 Temperature plays a significant role in the polymerization process of polymers. As the temperature increases, the polymerization process speeds up (Brown, Lemay, Burston 507). Also, the temperature hastens the glass transition phase, or the Tg, which is the point that the epoxy mixture transforms from glass-like solid to a viscous liquid (Carraher 47). Higher temperatures allow the experiments to be conducted more quickly than lower temperatures.
  In the dielectric system, two parallel plates, one positively charged, one negatively charged, are used to measure the capacitance and the dielectric loss (Halliday, Resnick 524-525). The capacitance is the ability to store charge in the capacitor (Halliday, Resnick 525). Because some monomers have permanent dipole moments, the charged ends of the monomers try to align themselves with the opposite charges on the parallel plates (Halliday, Resnick 532). As the monomers align themselves, the charge on the monomer cancels the charge on the plate, therefore reducing the charge on the plate (Halliday, Resnick 533) The charges are noted as "missing" by the electrode, and are replaced as soon as they are used. In this way, the HPLCR 4284A Meter records how many charges are “taken away” from the plates. The units for measuring these charges are picofarads, or pF (Halliday, Resnick 525).
 This realignment process takes place continuously because the charges of the plates switch sides back and forth (Halliday, Resnick 532). As the frequencies change, the monomers settle into a rotation pattern for that frequency (Kennedy). When the monomers are free, or are bound together in small polymers called oligomers, they rotate very easily, keeping up to speed with the different frequencies (Kennedy). However, as the monomers chain together, the molecular weight increases, causing the polymer to become bigger and slower to rotate. This changes the dielectric loss, or the loss of heat due to the cancellation of charges (Kennedy). The dielectric loss forms a curve, called the dissipation curve (Kennedy).
 Typically, the in-situ dielectric measurements are only conducted on network forming polymers to measure the gelation point of the polymer, the point when the network begins to form. This has led many scientists to believe that the dielectric loss is primarily related to the crosslinking between network forming polymers (Kennedy). The data is usually measured from a network forming polymer with a fixed molecular weight, leaving no room for other theories about the origin of the dissipation curve (Kennedy). Very few, if any, experiments have been conducted on non-network forming polymers or polymers without fixed molecular weights.
 Structure for Epoxy 828   Structure for Aniline
(illustration of molecular structure goes here)
 

 In this experiment, epoxy 828 with the curing agent aniline forms a non-network forming polymer. This particular epoxy resin is being used to determine if the dissipation curve is related to something other than crosslinking in network forming polymers. Because a non-network forming polymer is used, the only relevant causes of the dissipation curve, should there be one, would be the molecular weight and/or the Tg. It is hypothesized that the dielectric spectrum of the non-network forming polymer will be related to the buildup of the molecular weight of the polymer, therefore producing a significant dissipation curve in the dielectric spectrum.

Experimental Method:
 In this experiment, dielectric measurements were performed on a mixture of Epoxy 828 and aniline solution.
 Determined as the optimum mixing ratio, 18.85g of Epoxy 828 were weighed in a beaker to which 4.55mL of aniline were added. These compounds were stirred thoroughly to create a homogenous mixture.
 Dielectric measurements were taken over a frequency range of 100Hz to 1MHz using a vertical parallel plate cell with a capacitance between 124pF and 130pF. A beaker was attached to the parallel plate electrode and the capacitance of the air was measured every 5 minutes for a 30-minute run. The beaker was filled with the epoxy mixture via a syringe until the level of the mixture exceeded the gold surface of the electrode. The beaker was placed in the oil bath set at 60° Celsius, and the experiment was run for 6 hours. During this time, capacitance and dielectric loss was recorded by a HPLCR 4284A meter and stored in the computer every 5 minutes.
 After the experiment was completed, the electrode and all instruments that came in direct contact with the epoxy mixture were cleaned with toluene. The epoxy mixture was labeled and stored in case further testing was needed. Two trials were performed at 60° Celsius, 75° Celsius, and 90° Celsius.

Results:
 Two trials at 90° Celsius produced sufficient dissipation curves as well as several trends.  One trial at 75° Celsius was only run for four hours and, although the ionic curves appeared in both trials, the beginnings of a dissipation curve only appeared in the 6 hour trial. However, the experiments at 60° Celsius did not produce a dissipation curve.
 For the trail runs at 90° (Table I), the variation between the peak heights of both the ionic and dissipation curves of the two trials at each frequency is very small. For example, the difference between the peak heights of the dissipation curves at 100KHz was only .0001 units. The largest difference between the peaks of the two trials is .0032 units at 1MHz. The difference between the ionic peaks of the two trials is slightly larger, ranging from .6 units to .0094 units.
 The heights of the dissipation peaks for each trial increased as the frequency increased. The peaks range from .0326 units to .0495 units between 100Hz and 1MHz respectively. Very little difference exists between the dissipation peaks of both trials within the frequencies of 1KHz and 20KHz. The height of the peaks leveled off slightly before increasing significantly in the higher frequencies. However, the heights of the ionic peaks decrease as the frequency increases. They range from 31.1units to .0219units.  This is expected because the ionic effects are more pronounced at the lower frequencies.
 The difference between the time to peak maximum of the two trials for each frequency varies little. Except for 100Hz, the ionic curves peak at 50 minutes in both trials. In the dissipation curves, there are only 10 to 15 minute differences between times peak maximum for the trials. The time to peak maximum for the dissipation curves  decreases by 10 minutes as the frequency decreases, until 1KHz. In the second trial, the dissipation peaks are not as constant, but vary between a range of 5 to 15 minutes as frequency decreases until 1KHz.
 Several graphs are attached to display the ionic and dissipation curves. In the graph depicting the experiment at 90° Celsius (Appendix I), a significant dissipation curve appears towards the middle of the experiment at 1MHz. The ionic curve is the only predominant curve in the graph. The graph of 20KHz at 75° shows a very large ionic curve throughout most of the experiment, but the dissipation curve is just beginning towards the end of the run (Appendix II). In the second graph of 75°, the dissipation curve becomes very prominent at 1MHz while the ionic curve has atrophied severely (Appendix III). In the fourth and final graph, no dissipation curve is apparent in the 60° Celsius run (Appendix IV).

Conclusion/Recommendation:
 From the above results, it was determined that the trial at 90° Celsius provided a better response than the trials at 60° and 75° Celsius. The experiment at 90° Celsius provided the best results at the higher frequencies. The dissipation curve appeared much sooner in the trial at 90° than at 60° or 75°. The length time provided for 90° Celsius run was appropriate for that temperature. Also, at the higher frequencies, the dissipation curve appeared more prominently than the ionic curves. At 75° Celsius, the dissipation curve appeared near the end of the 6 hour run in the higher frequencies. The experiment at 75° Celsius should also be run a little longer to produce a full dissipation curve. The trial at 60° Celsius did not provide a dissipation curve because the temperature was too low and the time period for the trial was too short. Another experiment performed at 60° Celsius should be run for much longer than 6 hours to produce a significant dissipation curve.
 While the dissipation curves may be due to either the Tg or the molecular weight, the ionic curves are due to a completely different phenomena. When some epoxies are produced, the manufacturers include salts to aid in the production. As the polymerization reaction proceeds, the salts break into ions and are attracted to the charges on the parallel plates. These ions cancel with the charges on the plates, and cause dielectric loss that has nothing to do with the polymerization process itself (Kennedy).
 A further study should be performed to verify the extent of the heat of reaction at various temperatures and times. Also, experiments should be  conducted to determine the molecular weight build-up as the reaction proceeds at different temperatures and frequencies. Other experiments should be conducted to clarify whether the molecular weight build-up or the Tg is producing the dissipation curve.
 

Acknowledgments:
The researcher would like to extend much appreciation to the dedication of the
following people and groups for making this experience the best that it could be:
National Aeronautics and Space Administration (NASA), Quality Education for
Minorities (QEM), Dr. Alvin Kennedy, Ms. Rosemarie Agyei-Agyepong,
Dr. Vallie Guthrie, Dr. Dominic Clemence
 

References:
 Brown, T. L., Lemay, Jr., H. E. & Bursten, B. E. (1997). Chemistry: the Central Science. New Jersey: Prentice Hall.
 Carraher, Jr., C. (1996). Polymer Chemistry. New York: Marcel Dekker.
 Fitz, B., Andjelic, S., & Mijovic, J. (1997). Reorientation dynamics and intermolecular cooperativity of reactive polymers. Macromolecules, 30, 5227-5238.
 Halliday, D., & Resnick, R. (1970). Fundamentals of Physics. New York: John Wiley and Sons.
 Kennedy, A. (1999, June). “On the dissipation curve as it relates to the molecular weights of both network forming and non-network forming polymers” [Interview]. Greensboro, NC.
 Koike, T., & Ishizaki, N. (1999). Dielectric properties above the glass transition for a series of epoxide prepolymers. Journal of Applied Polymer Science, 71, 207-214.
 Koike, T., & Tanaka, R. (1991). Free volume and dipole mobility in an epoxide oligomer before crosslinking. Journal of Applied Sciences, 42, 1333-1341.
 
Vogt, G. L., Wargo, M. J., & Rosenberg, C. B. (1995). Microgravity: a Teacher’s Guide with Activities for Physical Science. Washington, DC: NASA Headquarters.
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Simulation System of Control Motion for Mechanical Caterpillar
by Dmitry Golubtsov
At present  it is necessary to make a universal highly maneuverable robot, which does not need the high movement velocity. This robot is widely used: to work on rocky and crossing terrain, to sort out the obstruction of destroyed buildings,  rescuing works, to transport cargoes and the other works on the marshy and difficult terrain, to repair the space stations in orbit. For this purpose the attempt was undertaken to make the mechanical analogue of biological system (a caterpillar).
In this work the imitation model of robot-caterpillar was made and the control algorithms of functioning were worked out for this system. The developed control algorithms are implemented on computer.
The mechanical model of a caterpillar consists of consecutively added modules. There are two versions of the basis element:
- A module is four-link kinematics  chain with one onward pair and three hinges. It is possible to replace the onward pair with a  muscle from the material which could lengthen, reduce and remain clamp in position; the neighbouring modules have one common element and two hinges.
- A module can have any different shape  (triangle, rectangle, semicircle), connected to other modules within the hinge means through a step-by-step  motor.
In this paper the second version of the mechanical model is worked out in which the links of different shape  connect via  the hinges with the step-by-step motor.
Three-dimensional motion of robot-caterpillar can be separated in two  perpendicular planes (horizontal and vertical). In this paper the robot-caterpillar’s plane  motion was considered on any surface.
For this type of motion the robot control system was described which consists of the mechanism of getting information and choice of the motion strategy. Getting the information about two sections of the surface we can approximately define  its characteristic in the area of robot’s motion. The test prod can get the information with definite frequency, consequently it can’t discern completely all the surface. To get common notion of the whole surface, cube spline algorithm of function interpolation of one variable can be used. This method says  that coefficients of cube polynomial are selected on each area in such a way that it would pass through all known points of the surface.
In this paper we described the control algorithm of motion, having chosen more suitable  and universal strategy of motion (the strategy does not depend on the forms of the relief).
The formulas for coordinate change of relative position of modulus  and surface were introduced for these algorithm. The angles between the modulus are calculated  on this data. On the real model this data must be sent on step-by-step electric motors, which control the space motion of the robot.
The developed control algorithms are realized as a computer programme. In this programme an optional surface is created and the motion of the robot with prearranged parameters is shown on it. Initial data for the robot-caterpillar is a number  of segments, a length of one segment and also a minimal  possible angle between the modulus.
The initial surface can be created by three methods:
1 Automatic creation
The programme chooses by chance the coordinates of surface points on the vertical axis at  the definite interval on the horizontal axis. After that the algorithm of cube  spline interpolation  works and the continuous two-dimensional curve is created which signifies  the surface.
2 Opening from a file
It is possible  to save the created surface for the future work with them.
3 Tabular task
The user fills in the table consisting of  two columns: A) horizontal coordinate  B) vertical coordinate ( It is not necessary to give this data in increasing order of abscissa).
Only the first method is realized at the present time.
The result of this  programme is the animation, representing the motion of the robot caterpillar on the curve of  two- dimensional surface. The programme also calculates value of angles between the modulus of caterpillar, really sent to step-by-step motors. The values of these angles and also the activity condition of motors are represented as graphs  in separate windows.
The programme has a standard Windows interface - appendix that makes work with it more easier. The program was written C++ for Visual C ++5 in the operating system Windows 98. The Pentium with frequency of  166Mhz and higher is needed to calculate this  task. The necessary graphic resolution for this  programme is 800*600 pixels.
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The End of the Universe, Not the End of Time
By Angela Kusaj
The problem I will address is, “What is the most probable theory for the end of the universe?”

Based on prior reading of the subject, I predict that the closed model of the universe will be the most viable and provide a basis for which I can elaborate my own theory.

There are six subjects I will discuss.  These are:
 -why the Big Bang occurred at the beginning of the universe
-what happened immediately after the Big Bang
 -why the universe is expanding
 -current theory on the end of the universe
 -my own models for the end of the universe
 -importance of knowing the universal structure
Aleksandr Aleksandrovich Friedmann, is where it all started.
Einstein had proposed that the size of the universe was constant, and it neither shrank nor grew. But, in 1922, Friedmann argued that space and time have tendencies to be isotropic (all points traveled in uniformity in all directions) and that it was possible for the average density and radius of the universe to change over time.
In 1923, after initial controversy, Einstein reevaluated Friedmann’s solutions and admitted that the solution was correct.
The Friedmann-Lemaitre Cosmological Model was formulated by Friedmann in 1922 and continued independently by Lemaitre in 1927.  It assumes a homogeneous and isotropic universe.  The Big Bang theory developed from Friedmann's theory of an expanding universe.
What happened immediately after the Big Bang
The universe cooled as it expanded. After about one second, protons formed. In the following few minutes, combinations of protons and neutrons formed the isotope of hydrogen known as deuterium as well as some of the other light elements, principally helium.
From about 300,000 to about 1 million years after the Big Bang, the universe cooled to about 3000° C (about 5000° F) and protons and electrons combined to make hydrogen atoms.

Why the universe is expanding

Redshifts of galaxies allow astronomers to measure the distance from Earth to the galaxies.  This gives us an idea of how the universe is expanding.
The light of an object moving away from an observer is shifted toward a longer wavelength, or toward the color red. The light from an object moving toward an observer is shifted toward the color violet.
The redshift at a time with expansion parameter is defined as
z = (a0 / 1) – 1
The relationship between the redshift (and therefore velocity) and distance of a galaxy is called Hubble’s Law, which was named after American astronomer Edwin Hubble.  Hubble’s Law states that galaxies farther away from Earth are receding from Earth more quickly than nearer galaxies. The dots on this balloon represent galaxies. As the balloon is inflated (representing the universe’s expansion), each dot moves away from all the others. To a person viewing the universe from a galaxy, all other galaxies seem to be receding. The distant galaxies appear to be moving away faster than the near ones, which demonstrates Hubble’s Law.

Current theory on the end of the universe
 Friedmann proposed three theories for the end of the universe.  The steady-state theory is no longer considered due to it basic unconventionalism.  The open and closed universe theories depend upon whether or not a certain critical mass exists.  I approach these theories with a notion: “If the universe exploded, its unsteadiness must have been caused as an effect to a reaction, what caused the universe to collapse.  If the universe had enough mass to explode, then it must have enough mass to collapse again and again.”  Then I will focus on Friedmann’s model of the closed universe theory.

My own models for the end of the universe
1st model
 When reviewing my first model, I identified a basic error in how it would be perceived.  By placing the circles that represent the universe at different points in time in different places in the illustration, I was suggesting that the universe was curved.  Space is not curved, but indeed space-time is curved.  I must then suggest a sense of the universe pulsing, beating to the Big Crunches followed by the Big Bangs.

2nd model
 My second model of a closed universe succeeds in portraying the universe as stationary.  In this model, time flows outward from the singularity and inward to the Big Crunch.  The model does indicate that the Big Bang and the Big Crunch joined at one singularity, but it does not indicate whether the universe is expanding or collapsing.  A three-dimensional model is needed.

3rd model
 My third model of a closed universe, also called my balloon model, suggests a three-dimensional perfect model.  To read my model, the time flow direction must first be indicated.  Unlike my second model, one can track the progression and regression of the universe in this model as long as time flow direction is indicated.  It also illustrates what caused the Big Bang.  All of the mass in the universe may have once condensed in the Big Crunch before the Big Bang.  All of the mass of the universe was being pushed through the point of infinite smallness, where Big Crunch meets Big Bang.  This would have caused an explosion of such cataclysmic proportions as the Big Bang.  According to my third model, time is infinite and has neither a beginning nor an end.
What are the implications of this revised model? There is a strong controversy over the possibility that something is outside of our universe.  The notion is simply dismissed by conservatists such as Robin Scagell, who stated "nothing exists outside it (the universe), not even space."  On the contrary, for Plotinus, a third-century pagan, to exist in time is to exist imperfectly.  A perfect being must, therefore, not have any relation to time.  For Plotinus, time represents a prison for human beings, separating us from the divine realm—the true and absolute reality.  Because time is not a physical thing, this would suggest that time passes due to physical change.  To be perfect would mean that one must not change.  Change for the worse would make a being imperfect, and change for the better would signify that the being was imperfect to begin with.  The universe encompasses everything—everything which is constantly changing over time.  In accordance with Plotinus, this would imply that a Perfect Being must exist outside of this universe.

 Light cones illustrate some consequences of relativity for the concept of time.  In relativity theory, time varies relative to the observer.  The future light cone represents events that must occur later than event 0 and the past light cone represents events that must occur earlier.  All points outside the light cones represent events that may occur earlier or later than event 0, depending on the frame of reference.

 A perfect being's frame of reference, without time, would cause it to witness the past and future light cones at once, and the perfect being would witness any other events, or events outside the light cones, simultaneously.

Relativistic time passage (?t) equals

 ?t = ?to [1 - (v/c)2]0.5

Notice the similarity between my original explanation of the closed universe and the view of the universe from the perfect being's frame of reference.

I could have stopped here, but it seems too simple, and indeed it is for one who’s hardly a beginner, like myself.  I then perchance upon a book called Genesis and the Big Bang written by Dr. Schroeder, applied physicist and applied theologian, his research as reported in Newsweek and Jerusalem Post.  His research added one disturbing thought to my understanding of the events following the Big Bang.  Currently it is reasoned that, at the beginning of the universe, conditions existed for a super black hole. Several hundred thousand years passed, and then light separated from matter and emerged from the darkness of the universe.  Astrophysicists have no conventional explanation for what could have started the outward flow of matter, because as we know, nothing can escape a black hole, not even light.   Instead, very early in universal theory, scientists have called upon a one-time, new type of force.  They call it an “inflationary epoch.”  You can call it a “fudge factor.”  It doesn’t compensate for our current understanding of gravity.  I have begun to revise my third model into a new model, which takes into account the black hole at the beginning of the universe.  I think that “the inflationary epoch” could, in fact, be a side effect of the reaction between a black hole and white hole.  According to current thought, a white hole can put out, whereas a black hole takes in. I realized the use of light cones in my models weren’t entirely accurate, due to the lack of light at the beginning of the universe.  To compensate, I have added an intersection of the two cones in my development of a fourth model.

Importance of knowing the universal structure
As a scientific community, we should continue to try to find out what dark matter consists of.  We should also continue the studies of gravity.
We may discover properties that would provide insight as to its behavior in the beginnings of the universe.  Also, studying relatative time passage, such as referred to in my third model, may prove time travel impossible, because it seems as though to travel through time, or witness two times simultaneously, one would have to be perfect.

Conclusion
One must understand that all current theories on the future of the universe are based on one assumption or another.  Whether one assumes that the expansion of the universe is uniform or that the expansion of the universe is slowing down, the validity of these assumptions seriously threatens even the most expert theories.  One can then see that this model I propose is no more or less likely than current theories.  It is only another possibility.
Cosmology is a science we must continue to investigate.  Our understanding of it has only just begun with Friedmann’s model of the expanding universe in 1922.  But cosmology is as vital to the exploration of space as knowing how deep water is before saying you’ll reach the bottom.
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Analysis of a Pulsed Detonation Wave Engine
By Lee Tessler
This research effort was conducted during a mentorship program at NASA Langley Research Center.

A computational model, implementing primarily one-dimensional fluid dynamic approximations, has been developed to analyze the performance potential of the pulsed detonation wave engine cycle—specifically, an intermittent rocket cycle employing a single-chamber, repetitive hydrogen-air fueled detonation process. The multidisciplinary analysis that has been conducted incorporates the principles of thermodynamics and the conservation of mass, momentum, and energy. Thrust values, static pressure values, and relevant time scales have been calculated and compare well with the existing experimental results of Dr. J. A. Nicholls generated using bench-top class hardware. Nicholls conducted the experiment at the University of Michigan in 1957. As anticipated, the analytic assessment, albeit incomplete in engineering system details, yields a substantial increase in performance compared to that of a "standard" rocket cycle; and thus, confirms the potential performance benefits of the pulsed detonation wave engine concept.

An idealized cycle of a pulsed detonation wave engine is quite elegant and simple. A tube is filled with a gaseous fuel-air mixture, and then subsequently mechanically closed-off at one end (forming a dual thrust chamber and nozzle). Next, a detonation wave, initiated near the close-off, traverses the tube producing very large static pressure levels (in excess of the values typically obtained in comparable steady-state combustion processes). Note that once the detonation wave exits the tube, the static pressure ultimately returns to the ambient condition (via a rarefaction wave initiated at the exit), and the combustion products are expelled. Lastly, upon opening the close-off, the tube is replenished, and the cycle is completed. Note that thrust is generated in an unsteady manner; namely, it is only produced during the unsteady detonation wave and rarefaction wave parts of the cycle.

A FORTRAN computer code has been developed to conduct this analysis. In short, the program models a hydrogen-air detonation, assuming immediate formation (after controlled ignition), and yields results, for a twenty-cycles-per-second pulsed detonation wave engine, indicating substantially improved performance compared to the "standard" modern rocket cycle. The modeled pulsed detonation wave engine cycle, generating comparable thrust levels as that of a "standard" rocket cycle, requires approximately one-seventh the fuel. Thus, if practical, this cycle potentially impacts both the design of aerospace-class vehicles and the related cost of payloads. As previously inferred, the practical aspects of implementing this cycle are non-trivial; for example, the repetitive replenishment of the fuel is problematic, given the thermal environment and the related pre-ignition problems. Additionally, issues such as the design of practical and efficient inlets are significant design problems.

In conclusion, an idealized pulsed detonation cycle has been modeled, via first principles, and assessed, via the development of a computational algorithm. Results indicate a significant potential performance benefit and strongly suggest that research addressing this engine cycle is warranted.
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WINNERS PROJECTS 1998

"DEEP IMPACT" by Shagufta Tabassam, UK, winner of 1998
"THE DESIGN OF A SPACE STATION" by Rebecca Howe, UK, winner of 1998
"COMMUNICATION, HOW TO TACKLE THE DIFFICULTIES" by Mary Rodger, UK
"FUTURE POSSIBILITIES OF THE MOON" by Adam Griffin, UK, winner of 1998

WINNERS PROJECTS 1997

"MEASUREMENT OF THE GRAVITY ACCELERATION USING A COMPUTER" by Pantelis Ermilios, Greece
"THE MILKY WAY" by Cristopher Write, USA


"BLACK HOLES"
by Timothy  Lancashire, Mackworth College Derby, the UK (66.75 points)
winner 1999
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Black Holes

  Black holes are still quite a controversial area of astrophysics but there is more than one reason for this.  Obviously, the fact that black holes are difficult to prove is the first reason why it is so controversial but if black holes were proven, all sorts of questions would arise.  What I plan to do is to give you a mix of evidence and theories and then allow you to make your own mind up.

  Einstein’s general theory of relativity describes gravity as a curvature of space-time caused by the presence of matter.  If the curvature is fairly weak, Newton’s laws of gravity can explain most of what is observed.  For example, the regular motions of the planets.  Very massive or dense objects generate much stronger gravity.  The most compact objects imaginable are predicted by general relativity to have such strong gravity that nothing, not even light, can escape their grip.

  Scientists today call such an object a black hole.  Why black?  Though the history of the term is interesting, the main reason is that no light can escape from inside a black hole: it has, in effect, disappeared from the visible universe.

  Black holes are thought to form from stars and other massive objects if and when they collapse from their own gravity to form an object whose density is infinite: in other words, a singularity.  During most of a star’s lifetime, nuclear fusion in the core generates electromagnetic radiation, including photons, the particles of light.  This radiation exerts an outward pressure that exactly balances the inward pull of gravity caused by the star’s mass.

  As the nuclear fuel is exhausted, the outward forces of radiation diminish, allowing the gravitation to compress the star inward.  The contraction of the core causes its temperature to rise and allows remaining nuclear material to be used as fuel.  The star is saved from further collapse -- but only for a while.

  Eventually, all possible nuclear fuel is used up and the core collapses.  How far it collapses, into what kind of object, and at what rate, is determined by the star’s final mass and the remaining outward pressure that the burnt up residue (largely iron) can muster.  If the star is sufficiently massive or compressible, it may collapse to a black hole.

  Scientists know that black holes exist due to the effect of their gravity on other objects.  A prime example of this is something called an accretion disc.  An accretion disc is a ring of material surrounding a star or other object from which matters spirals inward to fall into the object inside the disc.  As the matter gains energy by falling into the gravitational field, and the atoms collide with one another in the disc, they can become so hot that they radiate x-rays.  Some scientists now believe that there are super-massive black holes at the centres of most, if not all galaxies.

  A wormhole is a tunnel through space-time, a shortcut between two points.  The most likely solution to the riddle of the wormhole is that it connects two black holes or a black hole and a white hole.

  Before 1985 wormholes were not regarded as real features of the universe.  It was also believed that wormholes would open up very briefly and then snap shut again before anything could traverse the tunnel, even light.  It was generally assumed that some law of nature prevented it.

  In working with Carl Sagan on his novel Contact, however, physicist Kip Thorne developed a scheme by which wormholes might be made useful.  Limited only by that, which is explicitly proclaimed impossible by the laws of physics, Thorne imagined using ‘negative pressure matter’.  You see, the gravitational field of an object – how much it attracts surrounding objects – is determined not only by its mass, but also by its internal pressure.  The pressures exerted by familiar matter are invariably too small to contribute noticeably to a gravitational field, rather than counteracting it.  But matter can also exert a negative pressure – the classic example of this is the rubber brick being stretched in all directions.  If this negative pressure is large enough, it can overcome the gravitational field affected by the object’s mass, and you’ve got matter that gravitationally pushes things away instead of attracting them.  If future space travellers could somehow manage to line a wormhole with this negative pressure matter, the wormhole could be held open indefinitely, offering a portal to other places and times.

  One of my favourite theories is that wormholes connect parallel universes.  I agree with this theory and think that it is highly likely that this theory will hold true in years to come.  The problem that would be encountered with a wormhole that this served this type of function would be that the parallel universe may have differing dimensions to our own.  What I mean to say is that our world is 4-dimensional.  There are three dimensions of space and one of time.  If we were to go through a wormhole and come out in a universe that was 7-dimensional or 2-dimensional we would quite simply cease to exist as it is impossible for our bodies to sustain us in any other dimensions other than the ones we are accustomed to.

  One of my own theories is a variant on black holes.  I personally believe that singularities are not present in black holes.  I think that when a black hole is created by a star, the material from the star burrows a whole through space-time into another region of the universe or possibly into a new universe in which case we could say that a black hole and wormhole were almost the same thing.  The only difference would be that wormholes are two-way whilst with black holes you would only be able to go through it, you wouldn’t be able to turn around and come back.

  Not so long ago, science fiction writers were also suggesting that black holes and wormholes were the same thing but recently they seem to have gone off the idea.  I think this may have something to do with a lot of the authors being scientists and the fact that scientists have recently decided that black holes have a singularity at the centre.

  If black holes and wormholes are the same thing, this could have a great advantage to us.  It means we could have a way to travel through space and time without having to worry about the speed of the ship.  Some scientists find this unlikely because they say that wormholes would just collapse the instant we entered them.  This does not mean we could not travel through them though because this is only theory.

The main problem we have at the minute is still speed.  It would take way too long to get to the closest black hole.  Everybody onboard the ship would have died before they got there.  There are two main ways to deal with this problem.  Either freeze the people onboard or speed up the ship.  We cannot freeze people at the moment because we can’t defrost them without killing them and we are trying to create faster ships but it is costing too much money, which is slowing production.

  What we need in reality to achieve effective space travel is the entire world working together, although it does not look likely that this will happen for quite a while yet.
 


"COMMUNICATION WITH ANOTHER SENTIENT SPECIES" by Tomos Bell, Willam Farr Comprehensive School, Lincoln, the UK (81 points)
winner 1999
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Communication with another sentient species

 The spacecraft Voyager 1 and 2, and Pinoeer 10 and 11, all carried certain payloads with the same purpose - greetings and information designed to be decipherable by an alien race. The Pioneers carried gold plaques showing a representation of a hydrogen atom, a picture of a man and a woman, our sun's location relative to fourteen pulsars, and a diagram of our solar system.

 The theory behind the inclusion of the hydrogen atom is that it is the most basic chemical element, and any space-faring civilisation encountering the plaque would be scientifically knowledgeable enough to recognise what the picture represents. However, I do not believe that this diagram is as universal as its designers, Sagan and Drake, hoped. The reality of an atom's structure is very strange, with electron energy levels, wave particle duality, and other quantum phenomena. When we represent it, such as in this diagram, we are imposing our ways of thinking upon something which is far removed from our normal experience. Hydrogen itself could be universally recognised, but as soon as we try to reproduce it pictorially, we introduce ourselves and our prejudices as a factor, and the message is no longer universal, because there is no reason to assume that another species would think the same way as we do and thus imagine a hydrogen atom similarly. The less we can include ourselves and our specific ways of thinking, the better.

 The Voyager spacecraft carried much more information than the Pioneers: 115 images ranging from scientific charts and diagrams, to photographs illustrating our world and culture; greetings recorded in 55 languages; and 27 pieces of music, including Eastern and Western classical pieces, a variety of ethnic music, and even examples of blues, jazz and rock and roll.

 This is one of the first images in the Voyager collection. It is an attempt to define our number system in a way that another species could understand. The definition begins with lines of dots indicating numbers from one to six, and relates them to a binary system, and arabic figures.

 Any advanced sentient race that can find this image will undoubtedly be able to count. The important assumption here is that they will be able to recognise that these are representations of the numbers one to six. This, unlike the same assumption for hydrogenm us a lot safer, because the representation is more universal. The problem with hydrogen is that, as its structure isn't directly familiar to either us or any aliens, representations could vary wildly. However, the closest any image could get to the abstract concept "five" is five indeterminate objects - here, dots. Therefore, this attempt to explain our number system overcomes the representation problem better than the hydrogen image.

 Considering the list of data stored on the Voyager spacecraft, we can see that there were two different intentions behind the choice of what to include. Some of the information, such as the scientific images at the beginning of the collection - numbers, unit definitions, astronomical, geological, chemical and biological data - is a genuine attempt to meaningfully communicate. Other iage, such as the picture of a mountain climber, or of Amish house construction, seems to have been included more for sentimentality. Certainly, another race would be able to learn something from these images, and in fact, photographs of people and places have an advantage in that they do not suffer from the representation problem I discussed earlier. However, they have little use in a serious attempt to convey specific information.

 The recorded greetings in 55 languages must also have sentimental value only. A previously-unencountered alien race will obviously not be able to understand any human language, whether it is widely used, such as English; rare, like Welsh, or even a dead language like Latin or Akkadian. It has been suggested that binary code could be used, as the simplicity of binary makes it universal. However, binary can only be used as a method of carrying a message, and the problem of the message's language is still unsolved. Binary is the language of computers, but this does not mean that information could therefore be read by an alien computer, because although it is certain that a space-faring civilisation will have a form of computer technology, there is no reason that their computers will interpret and understand a pattern of noughts and ones in the same way ours do. It is for these reasons that any attempt to communicate in a language of the complexity of our spoken and written languages, such as English or Russian, or of computer code, is inappropriate.

 Lastly, I would like to talk about the music recordings on board Voyager. Obviously, music cannot convey a complex message. When listening to Stravinsky's Rite of Spring, an alien will not realise its connection with a certain period in the Earth's orbit; neither will it understand the specific ceremonial significance of the Pygmy girls' inititation song. The music can only be itself. However, it has been suggested that even at this level, music will not convey itself well. The reason for this view is that alien music could be structured on different principles to our own, so our music may mean nothing - or at worst, even be offensive or intimidating. I disagree with this idea. The concern is valid for musical styles such as heavy metal, or disharmonious modern classical pieces, but most of the music included, such as Bach and Mozart, or the examples of ethnic music, are based on harmony. Harmony of sounds has a strict mathematical basis. If you pluck a taut string, you will hear a musical note. If you pluck a similar string of exactly half the length of the first string, the note produced will be an octave higher. Other simple fractions produce harmonious notes such as thirds or fifths. This mathematical basis makes harmony a universal concept. To see that this is true, we only have to look at the fact that harmonious styles have been developed independently around the world in ethnic music, as well as forming the staple of the western classical tradition. This universality does not just cover the human race: numerous scientific studies have shown that harmonious music has a positive effect on animals, from increasing milk yield in cows, to improving maze performance in mice. We therefore know that harmony has cross-species relevance, which is exactly what we are looking for when we are considering what we should send out into the stars.
 


"SPACE PROPULSION SYSTEMS" by Trevor Golding, Daventry Tertiary College, Northampton, the UK (67.5 points)
winner 1999
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Space propulsion systems

For many years mankind has been physically active in space however major breakthroughs in space travel have seemed few and far between.  The most recent of which was  probably the use of a reusable shuttle with re-fillable booster rockets.  Experimental craft such as the X-craft and the Russian VTOL craft have been recent projects, although not widely known by the public.  Cost has been the driving force behind most of these experimental craft trying to reduce the amount of waste from a launch.
 

For the majority of the ordinary public space travel has lost its appeal.  New technologies and ideas under development rarely make the news, or at least are very poorly publicised.  In its early years the space race pushed technology further and further, from the German V-2 rocket in 1942 to the first artificial satellite Sputnik 1 in 1957, Major Yuri Gagarins’ orbit of the Earth in 1961and the ultimate goal, the 1969 moon landing.  27 years after rockets really showed their potential, man had landed on the moon.  Ordinary people had become fascinated with space.  In contrast, ask someone today a recent event in space and an informed response is unlikely, some may say the success of the Mir space station or even the construction of the international space station.  I wish to discuss some new concepts in space travel and how they could make space travel far easier and possibly within reach of the ordinary man.

Let us first look at how conventional space craft work and how they are launched.  A re-useable shuttle is launched into space carried by its own three Oxygen-Hydrogen engines and two ammonium perchlorate-aluminium based booster rockets.  These boosters are jettisoned after the launch and fall back to Earth by parachute where they can be refilled, but the enormous external fuel tank used to fuel the shuttles three engines is jettisoned and lost, eventually burning up in the atmosphere. The engines work on the principle that every action has an equal and opposite reaction.  The high pressure gasses forced from the rear of the engines, push the craft in the opposite direction.  The shuttle re-enters Earths atmosphere , protected by thick ceramic based shielding stuck to the fuselage, and lands on an airstrip as a conventional aircraft would.   The first problem when planning the launch of a spacecraft is the weight.  Some 90% of the take off weight of a conventional shuttle launch is the fuel and boosters required to get the craft out into space.

An ingenious way of overcoming this inefficiency is being developed using lasers, named the “Light Craft”.  At present feasibility tests have been carried out on models.  The results of these tests appear to be very promising.  This craft works by shinning a laser beam onto a parabolic mirror at the base of the craft.  This beam is reflected onto a skirt around the base of the craft which causes the air within the skirt to become very hot.  This instantaneously expands to several tens of atmospheres and is forced out pushing the craft forwards.  Once out of Earths atmosphere the craft can inject its own gas, from its own internal fuel tank, into the absorption/propulsion chamber to continue its flight.  The laser beam is pulsed to allow a fresh charge of gas to enter the chamber.  The pulsing effect can be seen by the flashes on the slide.  The test model was 6 inches in diameter and was launched to a height of 100 feet.  The problem with this method  prevented it going any higher and was caused by the heat generated from the laser.  The skirt became so hot it began to burn up and fall off, even a titanium skirt could not withstand the heat.  On an actual spacecraft there would be the possibility of its fuel tanks also becoming heated.  Research in metallurgy and composite materials is producing materials that should be suitable for the light craft.

The benefits of this system are obvious, only the weight of the spacecraft needs to be lifted.  This would mean more ambitious projects could be attempted as a far greater load could be carried into space.

Another idea is to have a fuselage with an airfoil section that provides lift instead of wings.  This craft is then flown to the upper atmosphere either attached to another larger aircraft or even using its own engines.  The shuttle can then break off into space.  The cost of this system is considerably cheaper than using boosters and should be far safer, effectively being the same as a normal passenger jet take off.  The shuttle will be effectively a very advanced aircraft, able to perform as a conventional aircraft except using rocket engines instead of jets or pistons.  Several individuals as well as big business have shown interest in this system including parcel courier giants UPS.  The idea being long distance travel, England to Australia for example, could be shortened by up to 13 times by flying around the Earth instead of through its atmosphere.  There is no reason why this system could not also be used to transport people around the planet.  The American government have also been researching wingless shuttle and aircraft, known as X-craft, with great success and with advances in engine technology the craft may even be able to take off as a normal aircraft does and fly into space on its own with no external fuel tanks or boosters.  A recent breakthrough has been the development of a heat resistant material that makes up the fuselage, which is lighter, stronger and more versatile than the conventional method of attaching heat resistant tiles to a metal fuselage.

Another method of transport in space is by using ion engines.  These were theorised in the fifties but have only recently shown their potential being used on the long range probe “Deep space 1.”  This form of engine works on the principle that like charges repel each other.  In the case of deep space 1 Xenon gas is ionised by a method of electron bombardment.  An electric field is created to repel the Xenon ions out the back of the engine at an amazing speed.  Another electron emitter is used, which is connected to the main ionising beam, that sprays electrons back into the exhaust ions.  This stops the craft becoming charged and a potential between the exhaust and craft being produced.  This engine can potentially travel much faster than a conventional oxygen-hydrogen engine, however it does take far longer to reach this speed due to the comparatively low mass ejected from the engine. The ion engine can run for extended periods of time compared with chemical engines which only use short bursts in order to conserve fuel.  Ion engines are limited by the extent to which the xenon can be ionised and the amount of energy required to do this, as progressive ionisation through the 6p subshell requires an increasing amount of energy.  It would be almost unthinkable to ionise into the 5d subshell giving a maximum charge of 6+.  The electric field that repels the ions is limited to the energy required.  The engine must also switch off for the craft to de-ionise itself.

I would like to suggest a system that incorporates all three systems.  A craft that at its base has the necessary parts for laser propulsion incorporated into the chemical-ion engine.  The idea being that the craft can be propelled into space via a laser system, once in space the more conventional chemical engine takes over but, with a difference, the exhaust gases could be ionised and repelled from the craft at a greater speed.  This system would enable space craft to either carry a greater load or travel faster, both reasons have enormous commercial and scientific benefits.

It is obvious that space travel really will make this a small world.  With the increase in interest by big business in space travel and its associated technologies, the leaps in development will increase which in the long run will benefit mankind and earn our generation the name of space explorers as those before earned the name of space travel pioneers.
 
 


"DEEP IMPACT"
by SHAGUFTA TABASSAM, UK
winner 1998
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Danger Detected

In December 1997, danger was detected in our skies, as a mile-wide asteroid heading towards the earth, codenamed "1997 xf11".

The danger was detected by Jim Scotti from the University of Arizona, America. The mile-wide asteroid was found by Jim at the Kitt peak observatory using advanced technology. There they run a spacewatch programme to spot and plot the courses of near earth objects, which might threaten earth. 

(OHP slide of asteroid)

After the discovery of the asteroid xf11 in 1997 was reported, two Japanese astronomers calculated its collision course, using brightness and trajectory data. NASA has confirmed the existence of the asteroid. The calculations show that the asteroid xf11 will descend to earth on Thursday 26 October 2028.

Early calculations show that this mile-wide asteroid would produce a "miss distance" from earth for xf11 of 500 000 miles, which sounds like a long way away, but is far less than any previous prediction for an asteroid. Further observations suggest that this mile-wide asteroid is orbiting the sun at 17 000 miles per hour and will pass within 26 000 miles of earth in the year 2028.

Effects of the asteroid

(OHP of an asteroid impact)

If the asteroid were to fall and hit the earth the effects would be devastating.

If xf11 landed at sea - the Atlantic Ocean for example - the coasts of America and Europe would be devastated by monster tidal waves, hundreds of feet high, travelling at tremendous speeds, destroying everything in its path. Where cities once stood there would only be mud flats.

On land the explosion would leave a crater 15 miles across. Anything for hundreds of miles around would be destroyed. Huge earthquakes would be triggered and the blast heat would cause volcano- like meltdown. So much dust would be lifted up that the sun would disappear for weeks, plunging the world into darkness and a prolonged cosmic winter. Millions would die in a total collapse of society.

In the worst case scenario - a direct hit - the asteroid could flatten cities, side sweep a continent, or churn up tidal ocean waves. In the best case scenario, xf11 will whiz by in a beautiful flash, with Europe getting front row seats. In the intermediate scenarios, the asteroid could brush close enough to earth to take out satellite systems and send communications systems, cell phones and your favourite television programmes haywire.

The history of previous asteroids

In 1908 on the morning of June 30th at 0717 hours an asteroid did fall to earth. It fell in a small area called Tunguska in Siberia, Russia. A Russian scientist called William K Hartman has reconstructed the impact from eyewitness accounts and so far, has projected three series of paintings of the impact. A giant fireball was seen racing across the night sky. Then it exploded with the force of 1000 Hiroshima bombs. Sensitive instruments recorded seismic vibrations as much as 1000 km (600 miles) away. At 500 km (300 miles), observers reported "deafening bangs" and a fiery cloud on the horizon. About 170 km (110 miles) from the explosion the object was seen in the cloudless daytime sky as a brilliant, sun-like fireball.

Probably the closest observers were some reindeer herders asleep in their tents about 30 km from the site; they were blown into the air. An eyewitness said, "everything was shrouded in smoke and fog from the burning fallen trees".

Even larger objects have hit the earth, but they are more rare. For example, an iron asteroid fragment perhaps 100 metres across hit Arizona about 20 000 years ago leaving the kilometre wide "Arizona meteor crater", and a 10 kilometre asteroid hit earth 65 million years ago ending the reign of the dinosaurs. The 10 kilometre asteroid caused massive damage. Those that were not killed by the impact or by the earthquakes starved to death from lack of food and water.

The path of the asteroid

The asteroid's orbit around the sun takes it past the earth's orbit every two years. An asteroid travels through the solar system, xf11 takes 21 months to complete an orbit of the sun. It is tugged by the gravitational force of the planets and sun.

(OHP of an orbit)

The exact arrival time of asteroid Armageddon is calculated to be at teatime on Thursday 26th October 2028.

Luckily, the asteroid can be prevented from descending to earth. If the asteroid looked set to hit the earth, a space mission would be launched to deflect it. A nuclear rocket could be fired at the asteroid to change its orbit. We have the technology to do so. The more dramatic methods were illustrated in two Hollywood movies released in mid-April 1998. "Deep Impact" tells the story of an impending comet collision, while "Armageddon" focuses on an asteroid threat.

Fortunately. asteroid 1997 xf11 will pass beyond the moon's distance from earth in October 2028 with a zero probability of impacting the planet, according to astronomers at the jet propulsion laboratory, Pasadena, California. The asteroid is predicted to pass at a rather comfortable estimated range from 40 000 miles - closer than the moon - to 600 000 miles. Data on the asteroid from March 1990, well before its discovery in December 1997, was integrated into orbit calculations to arrive at the distance the asteroid will pass earth.

If these new factors and calculations are incorrect, then the original odds of the asteroid hitting the earth still stand. 

The odds of xf11 hitting earth are 1000 to 1.

The odds of winning the National Lottery in Britain are 14 million to 1!

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"THE DESIGN OF A SPACE STATION"
by REBECCA HOWE, UK
winner 1998
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There are many different ideas and suggestions as to the future of Earth and its' relationship with space, both in scientific communities and also in science fiction. One of the more popular suggestions is that, as the Earth's population continues to rise at an ever increasing rate, it will eventually reach such a level where the needs of the population, both in space and primarily food, will exceed that available in the Earth's resources.

This view of the increasing population is known as the `pessimistic' curve. If the needs of the general population exceeds what is available then many would die, primarily from starvation.

One suggestion to counter this is the development of human habitats away from the Earth i.e.- on different planets or in space. This project is aimed at the development of a possible design for such a facility in space, where a community could live in space, either in transit or possibly as a permanent home.

There are however, both practical and health problems associated with humans spending prolonged periods of time in space. Many of these problems stem from the fact that in space there is no gravity. This can result in many health problems which have been demonstrated in cosmonauts on various missions.

In zero gravity the heart muscles grow weaker and the heart steadily shrinks, muscles lose their tone and gradually weaken. The worse effect though, of zero gravity is on the human skeleton. On Earth bones renew themselves approximately every 6 months. In zero gravity, while the calcium in an astronaut's bones disappears at the same rate as it does on Earth, new bone growth dramatically slows down. The result is that, over time, the skeleton becomes increasingly brittle.

There are also many practical problems, such as eating, which are created by a zero gravity environment. Food and water would also need to be easily available to the inhabitants.

The design would also need to be as resistant to radiation as is possible. This is because radiation is always a hazard in space, particularly at the time of major solar flares, as these release high energy protons capable of piercing simple shield systems. During non-flare periods though, the annual radiation dosage would be very much higher than is considered safe background radiation on Earth. (20 times greater).

The basic shape of the space station will be a thin cylinder shape, resembling that of a doughnut, which will continuously rotate, producing centrifugal force which would, to some extent, produce a gravity mimicking that on Earth and also reducing some of the problems, both practical and health related, which arise from being in such an environment for prolonged periods of time.

Within the Station there would obviously be many rooms and facilities, including a medical bay carrying complex medical equipment in case of any emergency. Persons residing in the facility would have to be trained medically to cope with many scenarios. Another room which would be very important to the health of the residents would be a gymnasium. This would be vital as it is important that the inhabitants exercise regularly to try to combat weakening of bones and muscles caused by lack of gravity, particularly the heart muscle as any significant weakening of the heart muscle could prove fatal.

Another major problem which would have to be overcome is that of food and water. It may be possible to some extent to cultivate crops in an artificial, contained environment, although it is not known how many species would react well to being grown in that environment. It would, though, also help to regulate the atmosphere, both taking in carbon dioxide and giving out oxygen (generally). Depending on the location of the facility, light may be readily available.

Water would have to be recycled, using filtration plants, which along with the water would also process urea and carbon dioxide from the inhabitants to produce purified water and oxygen. An alternative method of producing water which could also be used would be to produce water as a by-product of the fuel cells, which would create electricity by combining hydrogen and oxygen. This would also have a good availability of fuel, particularly as cultivated crops and plant species, if successful, would give off oxygen from carbon dioxide.

Most of the power used within the facility though, would be generated from solar panels located on the outside of the facility. The output of these would be greater than those located on Earth as the time in which they are in sunlight would be much longer, and there would be no obstacles (depending on position of facility) to block the sunlight (i.e. cloud cover).

One essential facility would be a docking bay, by which ships could enter or leave quickly and frequently bringing any supplies not available, and also providing the inhabitants with the chance to commute to and from Earth if they needed to.

If a large colony were established then there are also many practical facilities which would have to be established. One example of this would be sports facilities, such as tennis courts, or possibly swimming pools could be included. Various entertainment facilities, such as films would also be available. There would also be portholes to allow the residents a view of the space which they are inhabiting, but importantly to allow light (depending on location) to enter. This would be particularly important for any plant or wildlife species living there.

It would be fundamental to the facility to be adequately manned, initially set up with many experts. Not only cosmonauts, but also botanists, doctors, psychologists etc. would be required for the setting up of such a facility and also for the maintenance and upkeep of the facility once it is up and running. It would be advisable to introduce plant and wildlife species into the facility as soon as possible so that the facility is not too reliant on supplies from Earth to continue functioning.

The initial setting up and most of the building of the facility would have to be conducted in space, with welding being used to construct trellis work beams, from materials such as graphite/epoxy resin. An initial quantity of fuel which could be stored on the facility, along with other supplies, would be required to initiate the rotation of the facility, producing the centrifugal force essential to the running of the facility, as well as for emergencies.

There would have to be many precautions taken on the facility to protect it from the hazards of space such as debris and comets. If possible a radar system could be installed to detect possible threats early and steps taken to ensure the safety of the facility, such as trying to alter the course of the threat, or in extreme cases, moving the whole facility. The material used would have to be strong enough to protect against impact from minor debris.

Although a facility, such as I have described, would be as close to self sufficient as is possible, many supplies may still be required from Earth, although as many as possible would be stored, particularly food supplies and equipment needed to make any repairs or corrections to the facility as would be required.

Airlocks?

My design for a facility is done using current technology and, as space research is ongoing, it is very likely that new methods and equipment will be produced which would further aid the setting up of a space station, should it become necessary in the future.

Personally, I feel that it is likely that such a facility, which is permanently manned and inhabited would, in the future, become a reality, with children being born there considering the facility their real home, as opposed to an Earth which they would rarely, if ever visit.

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"COMMUNICATION, HOW TO TACKLE THE DIFFICULTIES"
by MARY RODGER, UK
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For thousands of years man has looked up to the stars with longing and questions. In the last 40 years man has taken his first steps out into the universe with Yuri Gagarin's first orbit in 1961 and Apollo 11's first lunar landing in 1969. Today we stand at the forefront of a new age of space exploration as in the coming years we will see the launch of the first sections of a new International Space Station. Now for the first time together, we will embark into the vast and unknown universe. We should now make plans for the possibility that as we travel off into space we may encounter other such explorers from distant solar systems.

In the past all of our manned explorations have been within the earth's orbit. However we have sent out numerous probes, such as the Pioneer and Voyager missions. Both of these had preparations for the possibility that they could be our first ambassadors. Both the Voyager 1 and Voyager 2 had an audio message on board. This began with the 59 greetings in a range of languages, it also included encoded pictures, various sounds and a collection of music dating back to a 3000 year old piece from the Chin dynasty. The Voyager 1 has now travelled further than any other man made object and will soon reach terminal shock. The Pioneer 10 and 11, however, chose to use a pictogram. This was of a man and woman, our location according to 14 pulsars and within our solar system and a representation of a hydrogen atom.

Many people have developed theories and designed formulas to determine the quantity of life that exist outside of our planet. One such man was Frank Drake who designed the formula:

N=RxfpxnexflxfixfexL

N = The number of detectable civilisations in space.
R = The rate of star formation [in the units of stars per year].
fp = The fraction of stars that form planets.
ne = The number of planets hospitable to life.
fl = The fraction of those planets where life actually emerges.
fi = The fkaction of planets where life evolves into intelligent beings.
fc = The fraction of planets with intelligent creatures capable of interstellar communication.
L = The length of time that such a civilisation remains detectable.

This is an estimate of the number of extant technological communicating civilisations that might exist in the universe. He made many variations on this formula, such as the number of civilisations that would choose to communicate. Even after 37 years this equation still creates conversation at SETI.

I intend now to look at the different methods of communication we would use and what their probabilities are for confusion rather than understanding.

There is a major flaw when considering a verbal or written communication with extra-terrestrials in the fact that we often speak in slang or phrases. So that even if they had developed some sort of dictionary on their long journey here, they would not be able to understand some of what we said and this would create confusion or worst. For example, I have a Russian to English dictionary at home and if I wished to write "how do you do?" to my Russian pen friend, I would write"……!" which a Russia would no doubt understand. However if that Russian was to write to me they would write "…..!" which I would not understand without a phrase book.

But consider for a moment that they do have a perfect dictionary, the question still remains which ONE of the hundreds of human languages do we use to represent our race for the first time.

Another possible form of communication is sign language as suggested in the popular movie 'Close Encounters of the Third Kind' where visiting aliens use sign and music to communicate. Both of these however are impractical as there music could be structured on different principles to our own and this again would lead to confusion. Sign language adopts the same flaws as spoken language, because that is what it is designed on.

Using pictograms is a favourite of many, but this could also be shown to have flaws. Take this picture of a man running, for instance. We all know him to be running as we have been brought up to recognise this position as being a man in mid stride. However an alien unaware of our style of motion may see something quite different.

Michael Arbib agrees with this theory and showed in a recent article in the SETI Quest magazine that if you simply turn a pictogram over it can appear as something quite different than that which it was designed to. This is a pictogram designed by Frank Drake. It was designed to show us, our location, and various chemical structures comment earth. But when it is turned the representation of a human becomes a satellite with a link to Earth and four frequencies for interstellar communication. The representations of the carbon and oxygen atoms now become a six legged animal with a very large brain.

Physiologists have looked at the different ways people see things for years now. In the first year of a physiology course, Advanced-level students are asked to investigate what people see when they look at this picture. (Ask those around to say if they see and old or a young women in the picture. ) This shows us how pictograms and even photos are entirely up to how an individual personally perceives things.

Mathematics can also be suggested as it is the language of science, something that anyone must have discovered in order to travel the vast expanses of space that separate us from our nearest neighbours. To communicate we would need to create a formula on which we then encode our message. The advantage of this is that the lesson on how to read the message is within the message itself. Carl Sagan used such an idea in his film "Contact". He devised a simple equation. 2+2=4 TRUE, 2+3=4 FALSE. On this the rest of the message was based. Along the same lines as this is the idea of binary, which is the simple language of the computer in which there are only two symbols, 0 which means off and 1 which means on. The use of binary code would allow us to transmit pretty much anything that we wanted.

Both binary and a mathematical formula have a notable advantage in the fact there is verv little room for confusion as in each instance it is either on or off, or true or false. They can also be easily transmitted out into space at an on coming ship or a planet we believe to be inhabited by intelligent life.

For these reasons I find that either binary or a mathematical formula would be a more practical method of attempting first contact with an alien race.

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"MEASURMENT OF THE GRAVITY ACCELERATION USING A COMPUTER"
by PANTELIS ERMILIOS, Greece
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When I started working on this project, the main purpose was to use an experimental track, which existed in the physics laboratory of my school, for the performance of experiments related with the motion of a mass on an inclined plane i.e. experiments like those which Galilee performed in order to investigate the free fall of masses to the earth surface. I used a computer for the measurement of time as well as for the construction of the graphs of distance, velocity and acceleration as functions of time. Soon I realized, that the method I had followed and the program which I had created for the computer could be easily used for the study of many other more complicated forms of motion.

The experimental investigation of the motion a mass on a predefined path in the determination of a sufficient number of points of the function

S = S ( t ) 

For this purpose, we mark n + 1 points (0, 1, 2, ..., n) ordered along the path of the mass and we chose 0 as the initial point i.e. the point from which the motion starts. Suppose s1, s2, ..., sn are the distance of these points from 0, then the distance between two one another following points is given by the relation

delta Si = Si - Si-1

where i = 1, 2, 3, ..., n (n distances). On the mass is fixed a pointer, which is shaped so that during its motion we can clearly indicate the moment at which the mass passes through each of the points that are marked along the path. If t1, t2,..., tn, are the times which the mass needed to cover the distances 51, 52,..., 5n then

delta ti = ti - ti-1

(where i = 1, 2, 3, ..., n and 10 = 0) are time intervals which the mass needed to cover the distances delta Si.

Every couple of values (ti, si) corresponds to a certain point of the function s = s ( t ), which can now be approximated and described graphically with a sequence of one another following linear sections (broken line), the ends of which are defined by these points. The approximation of the function s = s ( t ) is as better as smaller are the distances s between the points which are marked along the path of the mass and of course as higher is the accuracy of the measurement of t1, t2, t3 .

The average velocity V of the mass in an interval S can be calculated from the relation

Vi = delta Si/ti

Under the presupposition that the distances S and the time intervals t are short enough, we can approximately suppose that V is the value of the function 

v = v ( t )

in the middle of the time interval delta ti i.e. the instant velocity of the mass at the moment

ti = ti+1 - delta ti/2

(where i = 1, 2, 4, ..., n). We can now approximate the function v = v ( t ) with a broken line which is defined by the points (ti, vi). In a similar way we can then approximate the function of the acceleration of the mass

a = a ( t ).

The most difficult problem in the experimental investigation of the motion of a mass on a predefined path is the exact measurement of the time at the sequential positions which it passes through. The measurement of time can be done with high accuracy, if we use for this purpose appropriate methods which take into account the capabilities of the electronic devices. 

The method which I applied is the following:

Along the path of the mass and at the predefined positions s0, s1, s2, ..., sn are arranged photo gates which are suitable connected with a special electronic circuit. The circuit sends an electric pulse to a computer each time that the mass passes through a photo gate. The identification of the pulses from the computer is achieved by using a second electronic circuit (interface) which the computer must be equipped with. The function of this circuit is to recognize voltage changes at the input of the interface and to transmit them to the processor of the computer. With an appropriate computer program the function of the interface is constantly controlled, the entering pulses are recognized and the moments of their arrival are registered to the computer memory. Then the program calculates the time intervals that the mass needed to cover the distances delta si between the photo gates. By processing the registered data the computer reconstructs the form of the pulses, creates the tables with the values of the functions s ( t ), v ( t ) and a ( t ), constructs the corresponding graphs and presents them on the monitor of the computer or prints them to a printer. 

The system computer-interface-program does not only provide a high accuracy in the time measurement (the accuracy depends on the quality of the interface - with the interface I used the accuracy was of the order of 1/10000sec.) but also a high speed and accuracy to the process of the experiment's data as well as by the creation of the corresponding tables and graphs. Obviously, a system like this can be used in many other analogous laboratory experiments which investigate the motion of masses and especially when the duration of their motion is very short.

I have created the computer program in the language Turbo Pascal v6.0 and it is available as a source and as an executable code on a disk which can be used directly for the performance of any experiments of this kind.

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"FUTURE POSSIBILITIES OF THE MOON"
by ADAM GRIFFIN, UK
winner 1998
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The inspiration for my presentation was thought up as a result of attending a lecture on space given by Professor Heinz Wolf during the 1998 Easter Space School at Brunel University, London, England.

The Moon has proved to be an accessible body in our Solar System but has not yet been exploited to its full potential (the last manned mission was 1972). My presentation will open up many possibilities the moon has to offer and give predictions as to whether they will go ahead.

KEY FEATURE

The satellite " Lunar Prospector " discovered the existence of water around the poles of the Moon. This water is thought to remain in large blocks of ice after a comet (carrying the water) collided with the Moon.

This discovery is a bonus and opens up many new possibilities such as rocket fuel as this consists of mainly Hydrogen and Oxygen, the 2 main elements of water. The fact that we need water to live is also important with this discovery as now food can be grown making us more self sufficient.

(OHP picture of base)

For the Moon to be used effectively a base would need to be constructed in a suitable location. The position for the moon base would be carefully decided by its closeness to water, closeness to metal ores (as many metals such as magnesium and aluminium, iron and titanium exist on the moon) and a suitable land site. The land site would be picked, preferably on flat ground with hills surrounding to protect from meteorites.

FEATURES OF THE SITE

To utilise the Moon's resources the technology needed would require an electric power supply. This would be provided by the large number of solar arrays. The mine pictured will use nuclear blasting to extract the metals and water. Due to the large number of people needed to run the lunar base, buildings will be constructed to house the crew, engineering, communications and food supplies.

Small components, built on the Moon, such as probes and satellites can be catapulted along a thin shute to reach orbit. This will save money as rocket take off is avoided.

BENEFITS

One of the benefits the lunar base has to offer is the lack of atmosphere. This will be favoured by astronomers especially as they can view the stars without interference from the atmosphere. But by far the biggest advantage the Moon has to offer is the low gravity.

Many beneficial features come out of this like the way it can eliminate expensive multiple stage rocket take offs, also future space ships intent on taking man to other solar svstems can be built and launched .

(OHP picture of floating astronaut)

The low (1/6th Earth) gravity was said to be very pleasant by all 12 of the Apollo astronauts. This is an important factor as the crew's attitudes will be improved if a pleasant working environment is provided.

(OHP picture of fuel shipment)

Rocket fuel produced on the moon could be shipped to low Earth orbit to be used by facilities like the International Space Station, future missions, satellites etc.

"It seems paradoxical that it's cheaper to ship fuel from the Moon 390,000 km away instead of launching it just 480 km away from the Earth, but those are the economics dictated by the relative strengths of gravitational fields "

The following small equation demonstrates an advantage which the Moon's low gravity gives when launching objects into space, through rocket take off :-

If the weight of a rocket on Earth = 5000 Newtons (N)
Then the weight of it on the Moon = 800 Newtons (N)

If the Rocket produces 25,000 N thrust

Force = Mass * Acceleration
Acceleration = Force/Mass
= (25000 - 800) / 500
= 48.4 meters per second squared 

Therefore there is a considerable saving on fuel and money.

(OHP picture of safety)

SAFETY

A base on the Moon would be exposed to many hazards that (on earth) would normally be filtered out by the Earth's atmosphere e.g. micro-meteorites and radiation from the sun. These dangers would need to be thoroughly analysed and preventative measures taken to avoid deaths or equipment failure, so some form of underground home for the crew should be considered.

MONEY ISSUES

The Moon project is obviously going to need a large amount of money invested to initially build. However many money saving assets are provided by the facility

(OHP picture of tiles)

Thermal Insulating tiles are essential for space crafts during re-entry to Earth. However these are very expensive and, due to large amounts of them being needed, are also very heavy. These tiles will not be needed during re-entry to the Moon as there is no atmosphere to generate the heat.

Here on Earth the task of sending even the smallest pieces of equipment into space is difficult and requires many heavy and expensive multiple stage rockets. Billions of pounds of money has been wasted due to rocket failure over the years, such as the fairly recent Ariane 5 (European) and also Titan (American) rockets. The fact that such rockets are no longer needed on the Moon means that a lot of money will be saved with the lack of failure.

To fund the project many ideas have been looked into such as tourism. This would involve the public being able to have short trips to the Moon but at a rather high cost, nevertheless there has already been some enthusiasm from the Japanese.

SOCIAL ISSUES

If the project went ahead, large numbers of people would be required to live on the Moon in order to build, carry out tasks and maintain the base. The question is therefore raised whether the families of the cosmonauts would also go along, due to the journey time of the mission being many years.

There would obviously be large amounts of money needed to send a family, but if the general attitude of the workers was greatly improved by the presence of their families then it would be a serious issue to consider.

CONCLUSION

Using the Moon as a resourceful object would be difficult. The project needs money, public enthusiasm and has to exceed the benefits that alternative missions can offer. However when those issues can be seen to be profitable or advantageous then a similar project must surely happen one day.

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"THE MILKY WAY"
by CRISTOPHER WRITE, USA
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Project Annotation:

Research shows that the Milky Way galaxy has characteristics which classify it as a normal spiral galaxy. This knowledge is key in further understanding of our galaxy and solar system.

Thesis:

For hundreds of years, man has attempted to determine the shape of our galaxy and its resemblance to other galaxies. Analogy with other galaxies having stellar populations similar to that in our own galactic neighborhood suggests that our own galaxy should be a spiral nebula with arms that extend 100,000 light years and over 100 billion stars. Thus, the Milky Way is usually classified as a normal spiral galaxy. However, recent evidence has suggested to some astronomers that it might be a barred spiral, although it is difficult to know for sure because we can never see our galaxy from the "outside". 

A galaxy is a system of stars that includes relatively large amounts of dust and rock, along with other heavenly occurrences. The universe contains three primary types of galaxy with a variation in one of the types. Spiral galaxies consist of a nucleus or center of bright stars and flattened arms that spiral around the nucleus. The spiral arms contain millions of stars. Some astrophysicists suggest that tightly compacted nucleus is powered by the movement of matter toward a black hole which will eventually emerge as a quasar, emitting prodigious amounts of energy. The variation, the barred spiral galaxy, has the normal spiral properties as well as having a bar of stars that runs through the center. Elliptical galaxies vary in shape from nearly spherical to flattened disks. They contain very bright centers and have no spiral arms. They contain very little dust and gas and generally older than other types of galaxies. The final type, irregular galaxies, have no particular shape. They tend to be smaller and fainter than other types of galaxies. Some astronomers think that the irregular shapes of these galaxies might have been caused by explosions at their centers. The star forming an irregular galaxy are unevenly distributed in the galaxy. 

Evidence identifying a spiral galaxy is relatively recent. In 1951 W.W. Morgan and others recognized this phenomenon. From the distribution of hot, bright stars and of regions of ionized hydrogen, Morgan was able to identify portions of three spiral arms: the Orion arm, the Perseus arm, and the Sagittarius arm. That was as sophisticated as the models got until recently when the Cosmic Background Explorer (COBE) space craft allowed researchers to construct the best model to date. 

Astronomers have long assumed that the Milky Way is a spiral galaxy, but direct visual evidence had been extremely sparse. Although the sun orbits near the age of the Milky Way, observation from Earth make it difficult to see through the dust that is present throughout the arms and center of the galaxy. At visible wavelengths only the relatively dust free parts can be seen. The new portraits of the Milky Way combine images taken from free near-infrared wavelengths: 1.2 microns, 2.2 microns and 3.4 microns. They correspond to the wavelengths of stars rather than dust particles, which absorb visible light. The only drawback of the COBE system is the limitations of images of the arms. 

Information about galaxies can be collected in two ways. First, telescopes such as the Infrared Telescopes (IRT) and the Hubble, collect information on galaxies and provide good photographs on the inside of galaxies. Second, the radio penetrates to far greater distances than the optical methods and has led to fairly extensive pictures of spiral inner structures. 

With each new discovery and innovative invention, it becomes more apparent that additional information is needed. The results of many investigations to this point in time suggests that our galaxy is spiral nebula of E.P. Hubble's type Sb with both spiral arms and nucleus well developed. 

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