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🛰️航天仿真算法库 SpaceAST 0.0.1
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#include <BlockDragSensitivity.hpp>
类 ast::BlockDragSensitivity 继承关系图:Public 成员函数 | |
| BlockDragSensitivity (const BlockDragSensitivity &)=delete | |
| BlockDragSensitivity & | operator= (const BlockDragSensitivity &)=delete |
| errc_t | run (const SimTime &simTime) override |
Public 成员函数 继承自 ast::BlockDerivative | |
| ~BlockDerivative () override=default | |
| const std::vector< DataPort > & | getDerivativePorts () const |
| std::vector< DataPort > & | getDerivativePorts () |
Public 成员函数 继承自 ast::FuncBlock | |
| const std::vector< DataPort > & | getInputPorts () const |
| std::vector< DataPort > & | getInputPorts () |
| const std::vector< DataPort > & | getOutputPorts () const |
| std::vector< DataPort > & | getOutputPorts () |
| size_t | getNumInputPorts () const |
| size_t | getNumOutputPorts () const |
| DataPort * | getInputPort (StringView portName) |
| DataPort * | getOutputPort (StringView portName) |
| DataPort * | getInputPort (size_t portIndex) |
| DataPort * | getOutputPort (size_t portIndex) |
| DataPort::EValueType | getInputPortDataType (size_t portIndex) |
| DataPort::EValueType | getOutputPortDataType (size_t portIndex) |
| void * | getInputPortSignal (size_t portIndex) |
| void * | getOutputPortSignal (size_t portIndex) |
| double * | getInputPortRealSignal (size_t portIndex) |
| double * | getOutputPortRealSignal (size_t portIndex) |
| int | getInputPortWidth (size_t portIndex) |
| int | getOutputPortWidth (size_t portIndex) |
额外继承的成员函数 | |
静态 Public 成员函数 继承自 ast::FuncBlock | |
| static errc_t | connect (FuncBlock *src, StringView srcPortName, FuncBlock *dst, StringView dstPortName) |
| static errc_t | connect (FuncBlock *src, size_t srcPortIndex, FuncBlock *dst, size_t dstPortIndex) |
Protected 属性 继承自 ast::BlockDerivative | |
| std::vector< DataPort > | derivativePorts_ {} |
Protected 属性 继承自 ast::FuncBlock | |
| std::vector< DataPort > | inputPorts_ {} |
| std::vector< DataPort > | outputPorts_ {} |
弹道系数B敏感度传播函数块
计算 Ψ_B = ∂[r,v]/∂B 的时间导数: dΨ_B/dt = A(t) · Ψ_B + [0, 0, 0, ∂a_drag/∂B]ᵀ
其中: Ψ_B = 状态对弹道系数 B = Cd·A/m 的偏导数(6×1) A(t) = 动力学雅可比矩阵 ∂f/∂x(6×6) ∂a_drag/∂B = a_drag / B(3维加速度向量,由 BlockDragPartial 提供)
输入端口:
导数端口:
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overridevirtual |