KSP

DELTA-V CALCULATOR

Classic version

KSP

DELTA V MAP

KSP DELTA-V CALCULATOR

ORBIT CHANGE & INTERPLANETARY TRANSFER

DEPARTURE

planet

ARRIVAL

planet

INITIAL ORBIT

orbit

FINAL ORBIT

orbit

ALTITUDE

km

ALTITUDE

km

ORBIT INCLINATION & PLANE CHANGE

ALTITUDE

km

Δ INCLINATION

PLANET

planet

KSP HOW TO CALCULATE DELTA-V

Delta-V is the velocity change necessary to perform orbital maneuvers. Each stage of the rocket has a delta-v that depends on the stage fuel mass and the engine specific impulse. Before building the rocket, it is important to calculate the amount of delta-v required to perform the mission using this calculator. Once you have planned your mission, it is necessary to know your rocket's delta-v.

GET DELTA-V FROM VEHICLE ASSEMBLY BUILDING

Enter the vehicle assembly building and start creating your rocket! On the right side of the screen you can find the stages of your aircraft, and the amount of delta-v for each stage.

Once you have finished, launch your rocket. On the left side of the screen, there is a real time delta-v marker for each stage.

vehicle assembly building

VA BUILDING

stage

STAGE

launch

LAUNCH

GET DELTA-V FROM THE FORMULA

The following equation returns the amount of delta-v per stage. To use this formula, you must know the stage mass with fuel, the mass without fuel and the specific impulse of the engine.

ΔV = ln(m0/mf) * Isp * g

m0 = Stage mass with fuel.

mf = Stage mass without fuel.

Isp = Engine specific impulse.

g = Kerbin surface gravity.

KERBAL SPACE PROGRAM DELTA-V RESULTS

KSP Delta-V Planner calculates the Delta-V for your next mission. Any orbit within the SOI and greater than the low orbit can be used if the departure and arrival planet are the same.

4711 m/s

**Planner values can be reduced to 0 by aerobreaking, so they are not included in the final result.

1

REACH LOW ORBIT 3400 m/s

2

ESCAPE BURN 931m/s

3

INTERCEPT 130m/s

4

ELLIPTICAL LO-SOI 250m/s

5

LANDING**

6

TOTAL 4711m/s

7

MAXIMUM PLANE CHANGE 10m/s

8

9

INITIAL ORBIT

FINAL ORBIT

Planet mass, SOI, stationary orbit, rotation period and equatorial radius can also be obteined at the Tracking Station.

Clicking on "Calculate" will display the results in this section of the page. Any suggestion is welcome. If you have identified an error, you can report it using the bottom right icon.

HOW TO USE THIS TOOL

DEPARTURE AND ARRIVAL PLANET ARE THE SAME

Select the initial and final orbit or any other altitude if it is within the SOI and higher than the atmosphere. This maneuvers are performed using Hohmann transfers in two steps.

When final orbit altitude higher than the initial orbit:

First maneuver. Burn prograde until reaching an elliptical orbit whose apoapsis is the altitude of the desired orbit.

Second maneuver. Burn prograde at the apoapsis of the elliptical orbit until reaching the final orbit.

If the final orbit is lower than the initial orbit:

First step. Burn retrograde until reaching an elliptical orbit whose periapsis is the altitude of the desired orbit.

Second step. Burn retrograde at the periapsis of the elliptical orbit until reaching the final orbit.

KSP CALCULATOR

HOW CAN THIS TOOL BE USED AS A KSP ORBIT CALCULATOR?

Let's suppose you have a space station in a 100km orbit above Duna. However, you think that this orbit is too low, so you want to move it to a higher orbit, but how much delta-v will you need to carry out this maneuver? Well, by using this tool, selecting Duna as the initial and final destination, and changing the values of the initial and final orbits, you will conclude that you will need to perform two maneuvers that will take a total of 196m/s.

In other words, the KSP orbit calculator allows you to calculate the delta-v required to make an exact orbit change in less than two maneuvers on any of the planets in KSP.

WHAT IF I WANT TO USE A KSP TRANSFER CALCULATOR?

A transfer calculator can be important if you want to undertake interplanetary trips. Keep in mind that to optimize these trips, it is necessary to know the angle formed by the planets at the time of launch. If you want to learn more about them, you can use the following calculator.