Topic category: User side tutorials
Hello, in this short tutorial, I will show you how to change the gravity of the player or an entity of your choice. It works in all versions of MCreator, although I made the images in 1.12. Small interface differences are therefore to be expected. First, you must add in a procedure of your choice which will have to launch on player update tick or of an entity of your choice (even a potion if you want) this code:
you can use any trigger conditions you want, for example detect if the player is on a custom dimension.
Firstly, you will need to choose the gravity. It can be stronger or weaker than normal gravity.
For this tutorial, I will use 25% of Earth's gravity.
Warning: If you put values lower than 4% of Earth's gravity, the player will be stuck in the air.
To calculate the gravity value, you need to calculate the percentage of 0.08 based on the gravity you want. In my case, I will therefore calculate 25% of 0.08, which gives me 0.02.
Replace the number 1111 in the procedure with your result.
Then you can change the air resistance if you want. You will therefore have to choose a number between 0 and 1. If you choose 0, the player will no longer be able to move vertically. If you choose 1, there will be no more friction, as if the player is in space.
Normal air resistance is 0.98.
For this tutorial, I will remove air resistance, so I choose 1.
Replace the number 2222 in the procedure with your value.
Then you just have to replace the number 3333 in the procedure with your gravity value (in my case, 0.25).
Now you can save and close the visual editor.
The last step will be to open the source code of the procedure and find this line:
Replace "motionY" with "fallDistance".
Now lock and save your code, and you can start the game!
https://i.imgur.com/dtDEfPu.mp4
And here is a gif of the result in game!
Enjoy!
im gonna put this in some of my mods dimensions now, thanks for the tutorial on this. didn't know I needed low gravity until now.
Very nice tutorial. Thanks.
1 - The code changed since your post so now I its no more MotionY, its getDeltaMovement or something like that. I dont know how to adapt the old method into the new code, I tried without success.
2 - Another thing is I would like to do the same thing you did on the Y axis but on X and Z too, to REALLY have no air friction and completely free movements in the air. I have my idea but cant think of a way to apply it (maybe im overthinking it).
My idea is to do the same with the Y axis but the player can go negative or positive direction so we need to detect that + there is no falling back naturally like with Y axis so the player would never stop if we add vector values so idk.
Okay I managed to get your method to work by changing brackets on the fallDistance part + removing the Y part after the original getDeltaMovement.
https://imgur.com/a/t4xM5Jp
Going to try to change X and Z air resistance
I tried this in 1.16.5 mcreator and it works most of the time, but while flying you slowly float upwards, here's my code, can you help me? also, you can use custom code snippets to avoid editing the code in mcreator, since it resets when you open the blockly editor![myCode](image/png;base64,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I tried this in 1.16.5 mcreator and it works most of the time, but while flying you slowly float upwards, here's my code, can you help me? also, you can use custom code snippets to avoid editing the code in mcreator, since it resets when you open the blockly editor
(I reuploaded because of an image glitch btw)