You need your kinematic body to align with the surface it’s standing on.
As of Godot 3.2, there is a bug preventing
stop_on_slope parameter from working correctly. The technique in this recipe can be used as a workaround for this problem. See GitHub for details and other suggestions regarding this issue.
We’ll start with a basic kinematic platform character. See the Platform character recipe for details.
We have the following code for movement:
func _physics_process(delta): get_input() velocity.y += gravity * delta velocity = move_and_slide(velocity, Vector2.UP, true) if is_on_floor(): is_jumping = false if Input.is_action_just_pressed("ui_up"): is_jumping = true velocity.y = jump_speed
As you can see, there are a couple of problems. First, the character flies off the slope when running. It’s also sliding down the slope when there’s no input.
We can partially solve this by switching from
snap = Vector2.DOWN * 128 if !is_jumping else Vector2.ZERO velocity = move_and_slide_with_snap(velocity, snap, Vector2.UP, true)
Now we have an upward “hop” when we stop on the way up the slope. This is because our
x velocity is set to
0 by the lack of input, but the
y is not.
We can fix this by orienting our velocity relative to the slope. To illustrate, let’s first rotate the character to align with the slope. We can do this by checking the floor normal when we’re on the floor:
if is_on_floor(): rotation = get_floor_normal().angle() + PI/2
This hasn’t changed anything about the movement yet, but it does help us visualize what we need to do. When we’re on the slope, our local transform looks like this:
Now when we move, we want our
x velocity to align with our local
x axis (the red arrow), and gravity/jump to align with local
y (the green arrow). We can keep our input code the same, and just assume that
velocity is always calculated in the local coordinate system. The only problem will be that
move_and_slide() expects the velocity vector to be in global coordinates. Let’s adjust
move_and_slide_with_snap() to account for this:
snap = transform.y * 128 if !is_jumping else Vector2.ZERO velocity = move_and_slide_with_snap(velocity.rotated(rotation), snap, -transform.y, true) # Convert velocity back to local space. velocity = velocity.rotated(-rotation)
We’ve changed a few things here, so let’s look at them carefully.
snapvector is now our local down vector, so it will always point directly into the slope.
floor_normalparameter is also changed to the local up direction (
This technique allows for a wide range of possible platformer-style movement schemes. For example, you can do fun things like this:
Here’s the full script:
func _physics_process(delta): get_input() velocity.y += gravity * delta snap = transform.y * 128 if !is_jumping else Vector2.ZERO velocity = move_and_slide_with_snap(velocity.rotated(rotation), snap, -transform.y, true, 4, PI/3) velocity = velocity.rotated(-rotation) if is_on_floor(): rotation = get_floor_normal().angle() + PI/2 is_jumping = false if Input.is_action_just_pressed("ui_up"): is_jumping = true velocity.y = jump_speed