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starship-design: Fwd: Is this a good address?



In a message dated 2/14/02 7:53:23 PM Pacific Standard Time, STAR1SHIP writes:

<< Subj:    Re: Is this a good address?
 Date:  2/14/02 7:53:23 PM Pacific Standard Time
 From:  STAR1SHIP
 To:    dan@lakeweb.net
 
 In a message dated 2/13/02 10:24:51 PM Pacific Standard Time, 
dan@lakeweb.net writes:
 
 << 
  Don't think I won't work out your problem. And as most of the 
  participants on sci.physics are interested in that chip on their 
  shoulder, maybe I'll get their first! (Is that a contradiction in 
  terms?) I've taken the simplistic view of SR for so long...
  
  Thanks for all your time and effort. Maybe sci.physics can be a place to 
  learn from again. I'll do my best.
  
  Dan.
   >>
 
 Thanks, for the kind words and offer to help Dan.
 I need all the help I can get :).
 
 The given problem is indeed simple containing 3 varibles v,a and t with a 
and v given.
 
 Here is some of my more recent notes and an apple(t) to boot.
 
  Sent: 2/13/2002 10:00 PM 
 From: karlsagan Sent: 2/13/2002 9:34 PM 
 
 Mind you, I'm not, NOT, saying that you rocket motor couldn't reach a very 
large percent of the speed of light.  Just not go as fast as light or faster.
  
 Much better Karl, note your rational thought marked in blue. 
 
 Note also
 This applet lets you plan how long a trip will take on a rocket that travels 
near the speed of light. You type the distance of the trip (measured in light 
years) and the acceleration of the rocket (measured as a multiple of Earth's 
gravity). The rocket will accelerate at that rate for half of the trip, then 
decelerate at the same rate for the second half of the trip. 
 
 The time for the trip is measured in two ways: (1) As seen by a person who 
stays behind on Earth, and (2) as measured by you on the ship. For your 
convenience, space-sickness pills are available aft of the observation 
lounge. 
 
   
 
 pluging in 4.25 light years to near star at 1 g acceleration the calculater 
gives: 
 
 Trip length: 4.25 light years.
 Acceleration: 1.0 g.
 Time on earth: 5.8780560467144 years.
 Time on ship: 3.544401860293398 years.
 
 The distance between the earth and a near star does not change.
 
 Next make some effort on your part to calculate with v = d/t and v'=d/t'
 
 the different velocites as v=d/t measured by the earth observer and v'=d/t' 
measured by the rocket man.
 
 Calculate v as observed always less than c and v' can be C-Vx, C or C + Vx. 
In the short trip given v'= C+Vx with Vx being some calculated velocity added 
to C or subtacted from C. 
 
 Earth observation stops at C of C and C + V ship.
 
 Calculate a and a'  from v and v' above.
 
 Use a' set at 1 g to exceed C wrt earth after earth observer stops seeing 
rocket at C wrt earth. 
 
 Bon Voyage!
 
  
 
  
  
 C-ship: Our Sturdy Craft
 http://www.fourmilab.ch/cship/craft.html
 The Relativistic Rocket Applet
 http://ucsu.colorado.edu/~obrian/applets/Rocket/Voyage.html
 Rocket simulations
 http://www.execpc.com/~culp/rockets/rckt_sim.html
 In addition; 
 
  >>

--- Begin Message ---
In a message dated 2/13/02 10:24:51 PM Pacific Standard Time, dan@lakeweb.net 
writes:

<< 
 Don't think I won't work out your problem. And as most of the 
 participants on sci.physics are interested in that chip on their 
 shoulder, maybe I'll get their first! (Is that a contradiction in 
 terms?) I've taken the simplistic view of SR for so long...
 
 Thanks for all your time and effort. Maybe sci.physics can be a place to 
 learn from again. I'll do my best.
 
 Dan.
  >>

Thanks, for the kind words and offer to help Dan.
I need all the help I can get :).

The given problem is indeed simple containing 3 varibles v,a and t with a and 
v given.

Here is some of my more recent notes and an apple(t) to boot.

 Sent: 2/13/2002 10:00 PM 
From: karlsagan Sent: 2/13/2002 9:34 PM 

Mind you, I'm not, NOT, saying that you rocket motor couldn't reach a very 
large percent of the speed of light.  Just not go as fast as light or faster.
 
Much better Karl, note your rational thought marked in blue. 

Note also
This applet lets you plan how long a trip will take on a rocket that travels 
near the speed of light. You type the distance of the trip (measured in light 
years) and the acceleration of the rocket (measured as a multiple of Earth's 
gravity). The rocket will accelerate at that rate for half of the trip, then 
decelerate at the same rate for the second half of the trip. 

The time for the trip is measured in two ways: (1) As seen by a person who 
stays behind on Earth, and (2) as measured by you on the ship. For your 
convenience, space-sickness pills are available aft of the observation 
lounge. 

  

pluging in 4.25 light years to near star at 1 g acceleration the calculater 
gives: 

Trip length: 4.25 light years.
Acceleration: 1.0 g.
Time on earth: 5.8780560467144 years.
Time on ship: 3.544401860293398 years.

The distance between the earth and a near star does not change.

Next make some effort on your part to calculate with v = d/t and v'=d/t'

the different velocites as v=d/t measured by the earth observer and v'=d/t' 
measured by the rocket man.

Calculate v as observed always less than c and v' can be C-Vx, C or C + Vx. 
In the short trip given v'= C+Vx with Vx being some calculated velocity added 
to C or subtacted from C. 

Earth observation stops at C of C and C + V ship.

Calculate a and a'  from v and v' above.

Use a' set at 1 g to exceed C wrt earth after earth observer stops seeing 
rocket at C wrt earth. 

Bon Voyage!

 

 
 
C-ship: Our Sturdy Craft
http://www.fourmilab.ch/cship/craft.html
The Relativistic Rocket Applet
http://ucsu.colorado.edu/~obrian/applets/Rocket/Voyage.html
Rocket simulations
http://www.execpc.com/~culp/rockets/rckt_sim.html
In addition; 

--- End Message ---