Skip to content

← Back to subsystem0

LocalConstraints0

Source: userfiles/SpeedReducer/subsystem0/LocalConstraints0.py

Local constraints module for Speed Reducer subsystem 0.

Defines the bending stress, surface stress, and geometric constraints for the gear subsystem in the Speed Reducer problem.

Classes

LocalConstraints0

Inherits from: LocalConstraintsInterface

Local constraints class for Speed Reducer subsystem 0.

Evaluates gear-related constraints including bending stress, contact stress, and geometric ratio constraints.

Attributes:

None specific to this class; inherits from LocalConstraintsInterface.

Methods

init(self) → None

Initialize LocalConstraints0 instance.

evaluateEqualityLocalConstraints(self, subsystem: LocalSubSystemBasis) → None

Evaluate equality constraints for subsystem 0.

Args:

subsystem: The local subsystem basis containing state information.

evaluate_Jacobian_EqualityLocalConstraints(self, subsystem: LocalSubSystemBasis) → None

Evaluate the Jacobian of the local equality constraints.

Args:

subsystem: The local subsystem basis containing state information.

evaluate_Hessians_EqualityLocalConstraints(self, subsystem: LocalSubSystemBasis) → None

Evaluate the Hessians of the local equality constraints.

Args:

subsystem: The local subsystem basis containing state information.

evaluateInEqualityLocalConstraints(self, subsystem: LocalSubSystemBasis) → None

Evaluate inequality constraints for subsystem 0.

Computes 5 gear-related constraints on stress and geometry.

Args:

subsystem: The local subsystem basis containing state information.

evaluate_Jacobian_InEqualityLocalConstraints(self, subsystem: LocalSubSystemBasis) → None

Evaluate the Jacobian of the local inequality constraints.

Args:

subsystem: The local subsystem basis containing state information.

evaluate_Hessians_InEqualityLocalConstraints(self, subsystem: LocalSubSystemBasis) → None

Evaluate the Hessians of the local inequality constraints.

Args:

subsystem: The local subsystem basis containing state information.