ik

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Published: Apr 29, 2024 License: AGPL-3.0 Imports: 14 Imported by: 0

Documentation

Overview

Package ik contains tols for doing gradient-descent based inverse kinematics, allowing for the minimization of arbitrary metrics based on the output of calling `Transform` on the given frame.

Index

Constants

This section is empty.

Variables

This section is empty.

Functions

func JointMetric

func JointMetric(segment *Segment) float64

JointMetric is a metric which will sum the squared differences in each input from start to end.

func L2InputMetric

func L2InputMetric(segment *Segment) float64

L2InputMetric is a metric which will return a L2 norm of the StartConfiguration and EndConfiguration in an arc input.

func NewPoseFlexOVMetricConstructor added in v0.10.0

func NewPoseFlexOVMetricConstructor(alpha float64) func(spatial.Pose) StateMetric

NewPoseFlexOVMetricConstructor will provide a distance function which will converge on a pose with an OV within an arclength of `alpha` of the ov of the goal given.

func OrientDist

func OrientDist(o1, o2 spatial.Orientation) float64

OrientDist returns the arclength between two orientations in degrees.

func OrientDistToRegion

func OrientDistToRegion(goal spatial.Orientation, alpha float64) func(spatial.Orientation) float64

OrientDistToRegion will return a function which will tell you how far the unit sphere component of an orientation vector is from a region defined by a point and an arclength around it. The theta value of OV is disregarded. This is useful, for example, in defining the set of acceptable angles of attack for writing on a whiteboard.

func SquaredNormNoOrientSegmentMetric

func SquaredNormNoOrientSegmentMetric(segment *Segment) float64

SquaredNormNoOrientSegmentMetric is a metric which will return the cartesian distance between the two positions.

Types

type CombinedIK

type CombinedIK struct {
	// contains filtered or unexported fields
}

CombinedIK defines the fields necessary to run a combined solver.

func CreateCombinedIKSolver

func CreateCombinedIKSolver(model referenceframe.Frame, logger logging.Logger, nCPU int, goalThreshold float64) (*CombinedIK, error)

CreateCombinedIKSolver creates a combined parallel IK solver with a number of nlopt solvers equal to the nCPU passed in. Each will be given a different random seed. When asked to solve, all solvers will be run in parallel and the first valid found solution will be returned.

func (*CombinedIK) DoF added in v0.18.0

func (ik *CombinedIK) DoF() []referenceframe.Limit

DoF returns the DoF of the associated referenceframe.

func (*CombinedIK) Frame

func (ik *CombinedIK) Frame() referenceframe.Frame

Frame returns the associated referenceframe.

func (*CombinedIK) Solve

func (ik *CombinedIK) Solve(ctx context.Context,
	c chan<- *Solution,
	seed []referenceframe.Input,
	m StateMetric,
	rseed int,
) error

Solve will initiate solving for the given position in all child solvers, seeding with the specified initial joint positions. If unable to solve, the returned error will be non-nil.

type InverseKinematics

type InverseKinematics interface {
	referenceframe.Limited
	// Solve receives a context, the goal arm position, and current joint angles.
	Solve(context.Context, chan<- *Solution, []referenceframe.Input, StateMetric, int) error
}

InverseKinematics defines an interface which, provided with seed inputs and a Metric to minimize to zero, will output all found solutions to the provided channel until cancelled or otherwise completes.

type NloptIK

type NloptIK struct {
	// contains filtered or unexported fields
}

NloptIK TODO.

func CreateNloptIKSolver

func CreateNloptIKSolver(mdl referenceframe.Frame, logger logging.Logger, iter int, exact, useRelTol bool) (*NloptIK, error)

CreateNloptIKSolver creates an nloptIK object that can perform gradient descent on metrics for Frames. The parameters are the Frame on which Transform() will be called, a logger, and the number of iterations to run. If the iteration count is less than 1, it will be set to the default of 5000.

func (*NloptIK) DoF added in v0.18.0

func (ik *NloptIK) DoF() []referenceframe.Limit

DoF returns the DoF of the associated referenceframe.

func (*NloptIK) Frame

func (ik *NloptIK) Frame() referenceframe.Frame

Frame returns the associated referenceframe.

func (*NloptIK) GenerateRandomPositions

func (ik *NloptIK) GenerateRandomPositions(randSeed *rand.Rand) []referenceframe.Input

GenerateRandomPositions generates a random set of positions within the limits of this solver.

func (*NloptIK) Solve

func (ik *NloptIK) Solve(ctx context.Context,
	solutionChan chan<- *Solution,
	seed []referenceframe.Input,
	solveMetric StateMetric,
	rseed int,
) error

Solve runs the actual solver and sends any solutions found to the given channel.

type Segment

type Segment struct {
	StartPosition      spatial.Pose
	EndPosition        spatial.Pose
	StartConfiguration []referenceframe.Input
	EndConfiguration   []referenceframe.Input
	Frame              referenceframe.Frame
}

Segment contains all the information a constraint needs to determine validity for a movement. It contains the starting inputs, the ending inputs, corresponding poses, and the frame it refers to. Pose fields may be empty, and may be filled in by a constraint that needs them.

func (*Segment) String added in v0.26.0

func (s *Segment) String() string

type SegmentMetric

type SegmentMetric func(*Segment) float64

SegmentMetric are functions which produce some score given an Segment. Lower is better. This is used to sort produced IK solutions by goodness, for example.

func NewSquaredNormSegmentMetric

func NewSquaredNormSegmentMetric(orientationScaleFactor float64) SegmentMetric

NewSquaredNormSegmentMetric returns a metric which will return the cartesian distance between the two positions. It allows the caller to choose the scaling level of orientation.

type Solution

type Solution struct {
	Configuration []referenceframe.Input
	Score         float64
	Exact         bool
}

Solution is the struct returned from an IK solver. It contains the solution configuration, the score of the solution, and a flag indicating whether that configuration and score met the solution criteria requested by the caller.

type State

type State struct {
	Position      spatial.Pose
	Configuration []referenceframe.Input
	Frame         referenceframe.Frame
}

State contains all the information a constraint needs to determine validity for a movement. It contains the starting inputs, the ending inputs, corresponding poses, and the frame it refers to. Pose fields may be empty, and may be filled in by a constraint that needs them.

type StateMetric

type StateMetric func(*State) float64

StateMetric are functions which, given a State, produces some score. Lower is better. This is used for gradient descent to converge upon a goal pose, for example.

func CombineMetrics

func CombineMetrics(metrics ...StateMetric) StateMetric

CombineMetrics will take a variable number of Metrics and return a new Metric which will combine all given metrics into one, summing their distances.

func NewPosWeightSquaredNormMetric added in v0.17.0

func NewPosWeightSquaredNormMetric(goal spatial.Pose) StateMetric

NewPosWeightSquaredNormMetric is a distance function between two poses to be used for gradient descent. This changes the magnitude of the position delta used to be smaller and avoid numeric instability issues that happens with large floats. TODO: RSDK-6053 this should probably be done more flexibly.

func NewPositionOnlyMetric

func NewPositionOnlyMetric(goal spatial.Pose) StateMetric

NewPositionOnlyMetric returns a Metric that reports the point-wise distance between two poses without regard for orientation. This is useful for scenarios where there are not enough DOF to control orientation, but arbitrary spatial points may still be arrived at.

func NewSquaredNormMetric

func NewSquaredNormMetric(goal spatial.Pose) StateMetric

NewSquaredNormMetric is the default distance function between two poses to be used for gradient descent.

func NewZeroMetric

func NewZeroMetric() StateMetric

NewZeroMetric always returns zero as the distance between two points.

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