Analysis1¶

Source: userfiles/Sellar/subsystem1/Analysis1.py

Analysis module for Sellar subsystem 1.

Implements the disciplinary analysis for the second subsystem in the Sellar multidisciplinary design problem, computing the y2 response variable.

Classes¶

Analysis1¶

Inherits from: AnalysisInterface

Analysis class for Sellar subsystem 1.

Computes the physical response y2 for the second discipline using the Sellar equations: y2 = sqrt(y1) + z1 + z2.

Attributes:

None specific to this class; inherits from AnalysisInterface.

Methods¶

init(self) → None

Initialize Analysis1 instance.

evaluateLocalResponses(self, subsystem: LocalSubSystemBasis) → None

Evaluate subsystem responses using Sellar discipline 2 equations.

Computes y2 from the design variables z1, z2 and coupling variable y1 using the formula: y2 = sqrt(y1) + z1 + z2.

Args:

subsystem: The local subsystem containing design variables and scalers.

mapLocalResponsesDesignVariables_to_CouplingParameters(self, subsystem: LocalSubSystemBasis) → None

Map subsystem responses to neighboring subsystems.

Transforms y2 to scaled values and distributes coupling variable y1 and target design variables z1, z2 to subsystem 0.

Args:

subsystem: The local subsystem containing responses and scalers.

mapLocalResponsesDesignVariables_to_CouplingParameters_Jacobians(self, subsystem: LocalSubSystemBasis) → None

Map the Jacobians of the mapped responses.

Args:

subsystem: The subsystem for which the Jacobians are mapped.

mapLocalResponsesDesignVariables_to_CouplingParameters_Hessian(self, subsystem: LocalSubSystemBasis) → List[List[List[List[float | None]]]] | None

Map the Hessians of the mapped responses, if known a priori.

Args:

subsystem: The subsystem for which the Hessians are mapped.

Returns:

The mapped-response Hessian tensor
[coupling][mapped_response][n_dv][n_dv], or None for finite differences.