##
Delta-V Calculator

*This page requires a
JavaScript-capable browser.*

### Instructions

Enter full and dry rocket mass in some of the fields above, then press TAB
or click Compute.
**Mass units** are arbitrary; use whatever you like, as long as you're
consistent. Similarly, **Velocity units** are arbitrary; the delta-V
computed will be in the same units. Specific impulse is in seconds.

### Discussion

Change in velocity, or delta-V, is the most important measure of
"distance" in space flight. To get from the ground to low Earth orbit
(LEO) requires a delta-V of about 8600 m/sec^2. To get from LEO to the
Moon requires a different delta-V. It's the clearest measure of how hard
a rocket has to work to change position.
A good explanation of delta-V is given in
Chapter
2 of
Space
Settlements: A Design Study. The diagram to the right is based on
Figure 2.2 of this book, and indicates the delta-V needed to transfer
among various orbits.

**Specific Impulse** is exhaust velocity divided by **g**,
the acceleration due to gravity on Earth's surface (9.80665 m/s^2). It's
a common measure of the "mass efficiency" of a rocket engine. You can use
the radio buttons above to convert between specific impulse and exhaust
velocity.

The above calculator is very simplistic; it assumes no drag, and it allows
only a single burn. But it can be applied to a great many models. For
example, you could calculate the delta-V attainable by a baseball pitcher,
throwing baseballs to change his orbit. Or, if you know the delta-V
between an asteroid orbit and Earth orbit, you can calculate how much
mass you'd have to eject from the asteroid to park it (which of course
depends on how fast your mass launcher is).

http://www.strout.net/info/science/delta-v/index.html

Last Updated:
10/14/09
. . . . . .
webmaster@strout.net