dynamic_model.h
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29 
30 #ifndef TOWR_MODELS_DYNAMIC_MODEL_H_
31 #define TOWR_MODELS_DYNAMIC_MODEL_H_
32 
33 #include <memory>
34 #include <vector>
35 
36 #include <Eigen/Dense>
37 #include <Eigen/Sparse>
38 
40 
41 namespace towr {
42 
66 class DynamicModel {
67 public:
68  using Ptr = std::shared_ptr<DynamicModel>;
69  using Vector3d = Eigen::Vector3d;
70  using Matrix3d = Eigen::Matrix3d;
71  using ComPos = Eigen::Vector3d;
72  using AngVel = Eigen::Vector3d;
73  using BaseAcc = Eigen::Matrix<double,6,1>;
74  using Jac = Eigen::SparseMatrix<double, Eigen::RowMajor>;
75  using EEPos = std::vector<Eigen::Vector3d>;
76  using EELoad = EEPos;
77  using EE = uint;
78 
89  void SetCurrent(const ComPos& com_W, const Vector3d com_acc_W,
90  const Matrix3d& w_R_b, const AngVel& omega_W, const Vector3d& omega_dot_W,
91  const EELoad& force_W, const EEPos& pos_W);
92 
97  virtual BaseAcc GetDynamicViolation() const = 0;
98 
107  virtual Jac GetJacobianWrtBaseLin(const Jac& jac_base_lin_pos,
108  const Jac& jac_base_lin_acc) const = 0;
109 
118  virtual Jac GetJacobianWrtBaseAng(const EulerConverter& base_angular,
119  double t) const = 0;
120 
129  virtual Jac GetJacobianWrtForce(const Jac& ee_force, EE ee) const = 0;
130 
139  virtual Jac GetJacobianWrtEEPos(const Jac& ee_pos, EE ee) const = 0;
140 
144  double g() const { return g_; };
145 
149  double m() const { return m_; };
150 
154  int GetEECount() const { return ee_pos_.size(); };
155 
156 protected:
157  ComPos com_pos_;
159 
163 
166 
171  DynamicModel(double mass, int ee_count);
172  virtual ~DynamicModel () = default;
173 
174 private:
175  double g_;
176  double m_;
177 };
178 
179 } /* namespace towr */
180 
181 #endif /* TOWR_MODELS_DYNAMIC_MODEL_H_ */
Vector3d com_acc_
x-y-z acceleration of the Center-of-Mass.
Eigen::Vector3d AngVel
Definition: dynamic_model.h:72
virtual Jac GetJacobianWrtEEPos(const Jac &ee_pos, EE ee) const =0
How the endeffector positions affect the dynamic violation.
Matrix3d w_R_b_
rotation matrix from base (b) to world (w) frame.
std::vector< Eigen::Vector3d > EEPos
Definition: dynamic_model.h:75
Eigen::Matrix3d Matrix3d
Definition: dynamic_model.h:70
Eigen::Matrix< double, 6, 1 > BaseAcc
Definition: dynamic_model.h:73
double g() const
Vector3d omega_dot_
angular acceleration expressed in world frame.
ComPos com_pos_
x-y-z position of the Center-of-Mass.
Eigen::Vector3d Vector3d
Definition: dynamic_model.h:69
AngVel omega_
angular velocity expressed in world frame.
Converts Euler angles and derivatives to angular quantities.
A interface for the the system dynamics of a legged robot.
Definition: dynamic_model.h:66
std::shared_ptr< DynamicModel > Ptr
Definition: dynamic_model.h:68
Eigen::Vector3d ComPos
Definition: dynamic_model.h:71
void SetCurrent(const ComPos &com_W, const Vector3d com_acc_W, const Matrix3d &w_R_b, const AngVel &omega_W, const Vector3d &omega_dot_W, const EELoad &force_W, const EEPos &pos_W)
Sets the current state and input of the system.
EELoad ee_force_
The endeffector force expressed in world frame.
EEPos ee_pos_
The x-y-z position of each endeffector.
DynamicModel(double mass, int ee_count)
Construct a dynamic object. Protected as this is abstract base class.
double g_
gravity acceleration [m/s^2]
virtual Jac GetJacobianWrtBaseAng(const EulerConverter &base_angular, double t) const =0
How the base orientation affects the dynamic violation.
virtual ~DynamicModel()=default
virtual Jac GetJacobianWrtBaseLin(const Jac &jac_base_lin_pos, const Jac &jac_base_lin_acc) const =0
How the base position affects the dynamic violation.
int GetEECount() const
the number of endeffectors that this robot has.
Eigen::SparseMatrix< double, Eigen::RowMajor > Jac
Definition: dynamic_model.h:74
virtual BaseAcc GetDynamicViolation() const =0
The violation of the system dynamics incurred by the current values.
double m_
mass of the robot
virtual Jac GetJacobianWrtForce(const Jac &ee_force, EE ee) const =0
How the endeffector forces affect the dynamic violation.
double m() const


towr
Author(s): Alexander W. Winkler
autogenerated on Fri Apr 2 2021 02:14:16