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ERAU Space Physics Program3 B.Sc. Space Physics Degree Program 1. Nick Devereux’s talk (yesterday) Space Science Education & Outreach 2. Program Starts Fall Four areas of concentration Embry-Riddle Aeronautical University
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ERAU Space Physics Program 1
Space Physics Program College of Arts & Sciences
ERAU-Prescott
Dr. Darrel Smith
World Space Congress October 17, 2002
ERAU Space Physics Program 2
Outline1. The Space Physics degree program
2. Motivation for advanced propulsion
3. Antimatter propulsion
4. Possible missions (timescales)
5. Experiment to measure Isp
ERAU Space Physics Program 3
B.Sc. Space Physics Degree Program
1. Nick Devereux’s talk (yesterday)Space Science Education & Outreach
2. Program Starts Fall 2003
3. Four areas of concentration
Embry-Riddle Aeronautical University
ERAU Space Physics Program 4
MotivationWhy Antimatter Propulsion ? The “long” mission
ERAU Space Physics Program 5
Problems with the “long” mission
1. Prolonged zero-g environmentWeightlessness triggers a reduction in density ofweight-bearing bones
1-2% a month
severe osteoporosis
ERAU Space Physics Program 6
Problems with the “long” mission
2. Radiation ExposureMars vehicle is no longer shieldedfrom galactic and solar radiation
ERAU Space Physics Program 7
Advanced Propulsion Systems
Goal: Obtain the highest Isp
Antimatter Isp ~ 107 sec.
1. Antiprotons
2. Positrons
ERAU Space Physics Program 8
Antiprotons
€
p = E 2 c 2 − mo2c 2
Momentum Thrust
The production of massiveparticles reduces the thrust.
ERAU Space Physics Program 9
Positrons
Momentum Thrust
The production of “massless”particles (e.g., photons) enhances the thrust.
“Photon Drive”
ERAU Space Physics Program 10
The Engine
Positron-electron annihilationoccurs behind an absorber/reflector at the rear of the spacecraft.
thrust
ERAU Space Physics Program 11
The Photon Drive
ERAU Space Physics Program 12
Spacecraft Performance
€
F = ˙ p = Ma
F = 0.9925 ˙ m c = 0.9925 × (4.03×10−3 kgs ) × (3.0 ×108 m
s )
F =1.20 ×106 N
Specific Thrust:
Thrust:
€
Isp = F˙ m g
= 1.20 ×106 N4.03×10−3 kg
s 9.8 ms2
= 3.04 ×107 s
ERAU Space Physics Program 13
Mission Parameters
Minimum flight time for rendezvous (Mars, Jupiter)
Use a Direct Trajectory Optimization Method (D.A. Kluever, 1997)
• Start in a heliocentric orbit with the same position, velocity vectors as the Earth.
• The spacecraft is transferred to heliocentric orbits around Mars and Jupiter
ERAU Space Physics Program 14
Mission Parameters to Mars & Jupiter
Planet Mrocket Mpropellant Travel time
Mars 400 Mt 1.336 Mt 3.84 days
Jupiter 400 Mt 3.765 Mt 10.8 days
ERAU Space Physics Program 15
Mission Parameters to -CentuariMrocket Mpropellant Velocity tt (years) to (years)
400 Mt 53.9 Mt 0.10 c 45.7 45.5
400 Mt 170 Mt 0.50 c 9.59 8.41
400 Mt 360 Mt 0.98 c 5.12 1.65
ERAU Space Physics Program 16
Measuring the specific thrust
Store 1015 positrons in a Penning trap. G. Smith, LLL
Release the positrons in a time window of 100 s.
The positrons annihilate the electrons on a tungsten target which is mounted on a torsion pendulum.
We expect to measure a force of ~1.3 mN by measuring the amplitude of motion of the torsion pendulum.
This will be the first measurement of the specific thrust due to matter-antimatter annihilations.
ERAU Space Physics Program 17
Conclusions
Something like a “photon drive” engine will be required to achieve interplanetary and interstellar manned space travel.
The major hurdle to overcome will be the technology required to produce and store many kilograms of positrons.
High-flux, relatively low-energy accelerators will be needed to produce the volume of positrons required. New accelerator technology is needed.
The need for compact, high-energy sources of fuel will be in high demand, so commercial markets may be the “driving force” in developing thisbreakthrough technology.
ERAU Space Physics Program 18