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AP_Scripting: convert remaining paths to composite functions
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Andrew Tridgell
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7541eed80c
commit
4e154b17a2
@ -11,27 +11,27 @@ The following table gives the available manoeuvres. Each manoeuvre has
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an ID number which is used in the AUTO mission or in the TRIKn_ID
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parameters (described below).
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| ID | Name | Arg1 | Arg2 | Arg3 | Arg4 | Turnaround |
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| -- | ------------------------ | ------ | ---------- | ------- | ---------- | ---------- |
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| 1 | Figure Eight | radius | bank angle | | | No |
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| 2 | Loop | radius | bank angle | num loops | | No |
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| 3 | Horizontal Rectangle | length | width | radius | bank angle | No |
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| 4 | Climbing Circle | radius | height | | | No |
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| 5 | vertical Box | length | height | radius | | No |
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| 6 | Banked Circle | radius | bank angle | height | | No |
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| 7 | Straight Roll | length | num rolls | | | No |
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| 8 | Rolling Circle | radius | num rolls | | | No |
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| 9 | Half Cuban Eight | radius | | | | Yes |
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| 10 | Half Reverse Cuban Eight | radius | | | | Yes |
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| 11 | Cuban Eight | radius | | | | No |
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| 12 | Humpty Bump | radius | height | | | Yes |
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| 13 | Straight Flight | length | bank angle | | | No |
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| 14 | Scale Figure Eight | radius | bank angle | | | No |
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| 15 | Immelmann Turn | radius | roll rate | | | Yes |
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| 16 | Split-S | radius | roll rate | | | Yes |
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| 17 | Upline-45 | radius | height gain | | | No |
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| 18 | Downline-45 | radius | height loss | | | No |
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| 19 | Stall Turn | radius | height | direction | | Yes |
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| ID | Name | Arg1 | Arg2 | Arg3 | Arg4 | Turnaround |
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| -- | ------------------------ | ------ | ---------- | ------- | ---------- | ---------- |
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| 1 | Figure Eight | radius | bank angle | | | No |
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| 2 | Loop | radius | bank angle | num loops | | No |
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| 3 | Horizontal Rectangle | length | width | radius | bank angle | No |
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| 4 | Climbing Circle | radius | height | bank angle | | No |
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| 5 | vertical Box | length | height | radius | | No |
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| 6 | Banked Circle | radius | bank angle | height | | No |
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| 7 | Straight Roll | length | num rolls | | | No |
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| 8 | Rolling Circle | radius | num rolls | | | No |
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| 9 | Half Cuban Eight | radius | | | | Yes |
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| 10 | Half Reverse Cuban Eight | radius | | | | Yes |
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| 11 | Cuban Eight | radius | | | | No |
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| 12 | Humpty Bump | radius | height | | | Yes |
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| 13 | Straight Flight | length | bank angle | | | No |
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| 14 | Scale Figure Eight | radius | bank angle | | | No |
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| 15 | Immelmann Turn | radius | roll rate | | | Yes |
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| 16 | Split-S | radius | roll rate | | | Yes |
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| 17 | Upline-45 | radius | height gain | | | No |
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| 18 | Downline-45 | radius | height loss | | | No |
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| 19 | Stall Turn | radius | height | direction | | Yes |
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The "Turnaround" column indicates if the manoeuvre results in a course
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reversal, which impacts how it is used in AUTO missions.
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@ -263,30 +263,23 @@ function resolve_jump(i)
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return i
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end
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--------Trajectory definitions---------------------
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function climbing_circle(t, radius, height, arg3, arg4)
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local angle = t*math.pi*2
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local vec = makeVector3f(radius*math.sin(angle), radius*(1.0-math.cos(angle)), -math.sin(0.5*angle)*height)
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return vec, 0.0
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--[[
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Wrapper to construct a Vector3f{x, y, z} from (x, y, z)
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--]]
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function makeVector3f(x, y, z)
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local vec = Vector3f()
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vec:x(x)
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vec:y(y)
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vec:z(z)
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return vec
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end
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function loop(t, radius, bank_angle, arg3, arg4)
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local num_loops = math.abs(arg3)
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if(arg3 <= 0.0) then
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num_loops = 1
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end
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t = num_loops*t*math.pi*2
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local vec = makeVector3f(math.sin(t), 0.0, -1.0 + math.cos(t))
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return vec:scale(radius), math.rad(bank_angle)
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end
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function straight_roll(t, length, num_rolls, arg3, arg4)
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local vec = makeVector3f(t*length, 0.0, 0.0)
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return vec, t*num_rolls*2*math.pi
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end
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--[[
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trajectory building blocks. We have two types of building blocks,
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roll blocks and path blocks. These are combined to give composite paths
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--]]
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--[[
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roll component that goes through a fixed total angle at a fixed roll rate
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@ -412,18 +405,8 @@ function path_horizontal_arc(_radius, _angle, _height_gain)
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return self
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end
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--Wrapper to construct a Vector3f{x, y, z} from (x, y, z)
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function makeVector3f(x, y, z)
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local vec = Vector3f()
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vec:x(x)
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vec:y(y)
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vec:z(z)
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return vec
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end
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--[[
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componse multuple sub-paths together
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componse multiple sub-paths together to create a full trajectory
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--]]
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function path_composer(_subpaths)
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local self = {}
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@ -494,6 +477,40 @@ function path_composer(_subpaths)
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return self
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end
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--[[
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composed trajectories, does as individual aerobatic maneuvers
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--]]
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function climbing_circle(t, radius, height, bank_angle, arg4)
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if t == 0 then
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local speed = path_var.target_speed
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path_var.composer = path_composer({
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{ path_horizontal_arc(radius, 360, height), roll_angle_entry_exit(bank_angle) },
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})
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end
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return path_var.composer.run(t)
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end
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function loop(t, radius, bank_angle, arg3, arg4)
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if t == 0 then
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local speed = path_var.target_speed
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path_var.composer = path_composer({
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{ path_vertical_arc(radius, 360), roll_angle_entry_exit(bank_angle) },
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})
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end
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return path_var.composer.run(t)
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end
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function straight_roll(t, length, num_rolls, arg3, arg4)
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if t == 0 then
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local speed = path_var.target_speed
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path_var.composer = path_composer({
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{ path_straight(length), roll_angle(num_rolls*360) },
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})
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end
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return path_var.composer.run(t)
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end
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function immelmann_turn(t, r, roll_rate, arg3, arg4)
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if t == 0 then
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local speed = path_var.target_speed
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@ -780,26 +797,6 @@ function rotate_path(path_f, t, arg1, arg2, arg3, arg4, orientation, offset)
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return point+offset, angle, speed
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end
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--args:
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-- dt: sample time
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-- cutoff_freq: cutoff frequency for low pass filter, in Hz
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--returns: alpha value required to implement LP filter
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function calc_lowpass_alpha_dt(dt, cutoff_freq)
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if dt <= 0.0 or cutoff_freq <= 0.0 then
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return 1.0
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end
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local rc = 1.0/(2.0*3.14159265*cutoff_freq)
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local drc = dt/(dt+rc)
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if drc < 0.0 then
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return 0.0
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end
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if drc > 1.0 then
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return 1.0
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end
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return drc
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end
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--Given vec1, vec2, returns an (rotation axis, angle) tuple that rotates vec1 to be parallel to vec2
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--If vec1 and vec2 are already parallel, returns a zero vector and zero angle
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--Note that the rotation will not be unique.
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@ -842,12 +839,12 @@ function vectors_to_angular_rate_w_roll(vector1, vector2, time_constant, roll)
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return axis:scale(angular_velocity)
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end
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-- convert a quaternion to axis angle form
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function to_axis_and_angle(quat)
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local axis_angle = Vector3f()
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quat:to_axis_angle(axis_angle)
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angle = axis_angle:length()
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if(angle < 0.00001) then
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if angle < 0.00001 then
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return makeVector3f(1.0, 0.0, 0.0), 0.0
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end
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return axis_angle:scale(1.0/angle), angle
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