Difference between revisions of "Tutorial: interplanetary warp"
Dmitri 152 (talk | contribs) m |
m |
||
| (4 intermediate revisions by 3 users not shown) | |||
| Line 1: | Line 1: | ||
| + | {{Orphan}} | ||
[[File:Planetary Warp.JPG|framed|right]] | [[File:Planetary Warp.JPG|framed|right]] | ||
| − | How to transfer to another planet using ([[Alcubierre Drive|Alcubierre]]) [[Warp Drive]] ([[Interstellar Mod]]) without expending a lot of dV on velocity changes. | + | How to transfer to another planet using ([[w:Alcubierre Drive|Alcubierre]]) [[w:Warp Drive|Warp Drive]] ([[thread:172026|Interstellar Mod]]) without expending a lot of dV on velocity changes. |
Step 1. Equip Alcubierre drive and exit atmosphere.<br /><br /> | Step 1. Equip Alcubierre drive and exit atmosphere.<br /><br /> | ||
| − | Step 2. Calculate | + | Step 2. Calculate the velocity vector change-vector or dV-vector that is needed to match velocities with target planet using simple vector calculation (or just visually)*<br /><br /> |
| − | Step 3. Warp close to a point, that is | + | Step 3. Warp close to a point, that is on a dV vector and near central star (as close as you dare)<br /><br /> |
| − | Step 4. Wait for the gravity of the central star to change your initial velocity vector, into desired (final) velocity vector.<br /><br /> | + | Step 4. Wait for the gravity of the central star to change your initial velocity vector, into the desired (final) velocity vector. Do not crash into the central star! <br /><br /> |
| − | + | Step 5. Warp to the target planet, and fine-tune orbit as required.<br /> | |
| − | Step 5. Warp to target planet, and fine tune orbit as required<br /> | ||
<br /> | <br /> | ||
| − | NOTES:<br /> | + | *NOTES:<br /> |
| − | If you have MechJeb | + | Getting to the proper region to perform the dV change without burning engines can be hard without mod-help. If you have [[thread:154834|MechJeb]] installed, to find the dV vector near the central star, you can use maneuver planner. Select match velocities with target after 0 sec. That will give the entire dV (vector) in terms of a maneuver node. Now position yourself using warp drive so, that the maneuver node is pointing directly towards the central star (i.e. the bottom-most part of the nav-ball when in interplanetary space). After that you can optionally adjust the distance from the star, to make the dV change more efficiently and quickly <br /> |
| − | The closer you are to the central star, the harder will the gravitational pull be meaning the | + | The closer you are to the central star, the harder will the gravitational pull be meaning the change in velocity will happen in a shorter time. |
Latest revision as of 10:27, 12 March 2020
How to transfer to another planet using (Alcubierre) Warp Drive (Interstellar Mod) without expending a lot of dV on velocity changes.
Step 1. Equip Alcubierre drive and exit atmosphere.
Step 2. Calculate the velocity vector change-vector or dV-vector that is needed to match velocities with target planet using simple vector calculation (or just visually)*
Step 3. Warp close to a point, that is on a dV vector and near central star (as close as you dare)
Step 4. Wait for the gravity of the central star to change your initial velocity vector, into the desired (final) velocity vector. Do not crash into the central star!
Step 5. Warp to the target planet, and fine-tune orbit as required.
- NOTES:
Getting to the proper region to perform the dV change without burning engines can be hard without mod-help. If you have MechJeb installed, to find the dV vector near the central star, you can use maneuver planner. Select match velocities with target after 0 sec. That will give the entire dV (vector) in terms of a maneuver node. Now position yourself using warp drive so, that the maneuver node is pointing directly towards the central star (i.e. the bottom-most part of the nav-ball when in interplanetary space). After that you can optionally adjust the distance from the star, to make the dV change more efficiently and quickly
The closer you are to the central star, the harder will the gravitational pull be meaning the change in velocity will happen in a shorter time.
