/***************************************************************************** * DynaMechs: A Multibody Dynamic Simulation Library * * Copyright (C) 1994-2001 Scott McMillan All Rights Reserved. * * This library is free software; you can redistribute it and/or * modify it under the terms of the GNU General Public License * as published by the Free Software Foundation; either version 2 * of the License, or (at your option) any later version. * * This library is distributed in the hope that it will be useful, * but WITHOUT ANY WARRANTY; without even the implied warranty of * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU * General Public License for more details. * * You should have received a copy of the GNU Library General Public * License along with this library; if not, write to the Free * Software Foundation, Inc., 675 Mass Ave, Cambridge, MA 02139, USA. ***************************************************************************** * File: dmMobileBaseLink.hpp * Author: Scott McMillan * Summary: Class definition for a 6dof link (used to be the * dmDynamicRefMember class. *****************************************************************************/ #ifndef _DM_MOBILE_BASE_LINK_HPP #define _DM_MOBILE_BASE_LINK_HPP #include #include //====================================================================== /** The {\tt dmMobileBaseLinks} objects are links with six degrees of freedom, and hence, the class is derived from the {\tt dmRigidBody} (for the dynamic parameters) and, through that, the {\tt dmLink} base class (required by {\tt dmArticulation} for Articulated-Body simulation functions. The default constructor instantiates a generic mobile base with some valid inertial parameters and zero state variables, but subsequent calls to this and the {\tt dmRigidBody} member functions are needed to set the desired values. Note that joint inputs and friction are currently ignored for this type of link. Nearly all of the remainder of the functions are described in the {\tt dmLink} reference pages and are implemented in this class for the specific case of links with a full 6 DOF. See also: {\tt dmRigidBody}, {\tt dmLink}, {\tt dmLoadFile\_dm} */ class DM_DLL_API dmMobileBaseLink : public dmRigidBody { public: enum {NUM_VARS = 7}; public: /// dmMobileBaseLink(); /// virtual ~dmMobileBaseLink(); /// virtual int getNumDOFs() const { return NUM_VARS; } /// virtual void setState(Float q[], Float qd[]); /// virtual void getState(Float q[], Float qd[]) const; /// virtual void getPose(RotationMatrix R, CartesianVector p) const; /// void setJointInput(Float[]) {}; /// void getDeriv(Float rdy[13]); // Link-to-Link transformation functions: /// * void rtxToInboard(const CartesianVector curr, CartesianVector prev) const; /// * void rtxFromInboard(const CartesianVector prev, CartesianVector curr) const; /// not implemented void stxToInboard(const SpatialVector curr, SpatialVector prev) const; /// not implemented void stxFromInboard(const SpatialVector prev, SpatialVector curr) const; /// not implemented void rcongtxToInboardSym(const CartesianTensor Curr, CartesianTensor Prev) const; /// not implemented void rcongtxToInboardGen(const CartesianTensor Curr, CartesianTensor Prev) const; /// not implemented void scongtxToInboardIrefl(const SpatialTensor N, SpatialTensor I) const; /// void XikToInboard(Float **Xik_curr, Float **Xik_prev, int columns_Xik) const; /// void BToInboard(Float **Bkn, Float **Xik, int cols_Xik, Float **Xin, int cols_Xin) const; /// void xformZetak(Float *zetak, Float **Xik, int cols_Xik) const; // Articulated-Body (AB) algorithm functions: /// virtual void ABForwardKinematics(Float q[], Float qd[], const dmABForKinStruct &link_val_inboard, dmABForKinStruct &link_val_curr); /// virtual void ABBackwardDynamics(const dmABForKinStruct &link_val_curr, SpatialVector f_star_curr, SpatialTensor N_refl_curr, SpatialVector f_star_inboard, SpatialTensor N_refl_inboard); /// virtual void ABBackwardDynamicsN(const dmABForKinStruct &link_val_curr, SpatialVector f_star_inboard, SpatialTensor N_refl_inboard); /// virtual void ABForwardAccelerations(SpatialVector a_inboard, SpatialVector a_curr, Float qd[], Float qdd[]); /// void ABForwardAccelerations(SpatialVector a_inboard, unsigned int *LB, unsigned int num_elements_LB, Float ***Xik, Float **constraint_forces, unsigned int *num_constraints, SpatialVector a_curr, Float qd[], Float qdd[]); // rendering functions: /// void draw() const; private: // not implemented dmMobileBaseLink(const dmMobileBaseLink &); dmMobileBaseLink &operator=(const dmMobileBaseLink &); void initABVars() {}; inline void setJointPos(Quaternion q, CartesianVector p); private: Quaternion m_quat; // orientation quaternion // rotation matrix, ^i{\bf R}_{i-1} and // position stored in dmLink::m_p SpatialVector m_vel; // velocity state variables //SpatialVector m_acc; // rate of change of velocity state variables }; //---------------------------------------------------------------------------- // Summary: 3D rotational transformation from link CS to inboard CS // Parameters: curr - 3-vector expressed in link CS // Returns: prev - 3-vector expressed in inboard link CS //---------------------------------------------------------------------------- inline void dmMobileBaseLink::rtxToInboard(const CartesianVector curr, CartesianVector prev) const { prev[0] = m_R[0][0]*curr[0] + m_R[1][0]*curr[1] + m_R[2][0]*curr[2]; prev[1] = m_R[0][1]*curr[0] + m_R[1][1]*curr[1] + m_R[2][1]*curr[2]; prev[2] = m_R[0][2]*curr[0] + m_R[1][2]*curr[1] + m_R[2][2]*curr[2]; } //---------------------------------------------------------------------------- // Summary: 3D rotational transformation from inboard link CS to link CS // Parameters: prev - 3-vector expressed in the inboard link CS // Returns: curr - 3-vector expressed in the link CS //---------------------------------------------------------------------------- inline void dmMobileBaseLink::rtxFromInboard(const CartesianVector prev, CartesianVector curr) const { curr[0] = m_R[0][0]*prev[0] + m_R[0][1]*prev[1] + m_R[0][2]*prev[2]; curr[1] = m_R[1][0]*prev[0] + m_R[1][1]*prev[1] + m_R[1][2]*prev[2]; curr[2] = m_R[2][0]*prev[0] + m_R[2][1]*prev[1] + m_R[2][2]*prev[2]; } #endif