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https://github.com/wpilibsuite/allwpilib
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@@ -20,7 +20,7 @@ public final class LinearSystemId {
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/**
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* Create a state-space model of an elevator system. The states of the system are [position,
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* velocity]ᵀ, inputs are [voltage], and outputs are [position].
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* velocity]ᵀ, inputs are [voltage], and outputs are [position, velocity]ᵀ.
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*
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* @param motor The motor (or gearbox) attached to the carriage.
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* @param massKg The mass of the elevator carriage, in kilograms.
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@@ -88,8 +88,8 @@ public final class LinearSystemId {
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/**
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* Create a state-space model of a DC motor system. The states of the system are [angular
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* position, angular velocity], inputs are [voltage], and outputs are [angular position, angular
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* velocity].
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* position, angular velocity]ᵀ, inputs are [voltage], and outputs are [angular position, angular
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* velocity]ᵀ.
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*
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* @param motor The motor (or gearbox) attached to system.
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* @param JKgMetersSquared The moment of inertia J of the DC motor.
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@@ -125,7 +125,7 @@ public final class LinearSystemId {
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/**
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* Create a state-space model of a DC motor system from its kV (volts/(unit/sec)) and kA
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* (volts/(unit/sec²)). These constants can be found using SysId. the states of the system are
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* [position, velocity], inputs are [voltage], and outputs are [position].
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* [position, velocity]ᵀ, inputs are [voltage], and outputs are [position].
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*
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* <p>The distance unit you choose MUST be an SI unit (i.e. meters or radians). You can use the
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* {@link edu.wpi.first.math.util.Units} class for converting between unit types.
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@@ -211,7 +211,7 @@ public final class LinearSystemId {
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/**
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* Create a state-space model of a single jointed arm system. The states of the system are [angle,
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* angular velocity], inputs are [voltage], and outputs are [angle].
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* angular velocity]ᵀ, inputs are [voltage], and outputs are [angle, angular velocity]ᵀ.
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*
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* @param motor The motor (or gearbox) attached to the arm.
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* @param JKgSquaredMeters The moment of inertia J of the arm.
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@@ -279,7 +279,7 @@ public final class LinearSystemId {
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/**
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* Create a state-space model for a 1 DOF position system from its kV (volts/(unit/sec)) and kA
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* (volts/(unit/sec²). These constants cam be found using SysId. The states of the system are
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* [position, velocity]ᵀ, inputs are [voltage], and outputs are [position].
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* [position, velocity]ᵀ, inputs are [voltage], and outputs are [position, velocity]ᵀ.
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*
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* <p>The distance unit you choose MUST be an SI unit (i.e. meters or radians). You can use the
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* {@link edu.wpi.first.math.util.Units} class for converting between unit types.
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