65 #include <utility/matrix/Matrix.h>    66 #include <utility/matrix/Vector.h>    82     const Matrix &getStiff(
void);
    88     beam2d03(
int tag, 
double A, 
double E, 
double I, 
int Nd1, 
int Nd2);
    95     const Matrix &getInitialStiff(
void) 
const;
    98     int addInertiaLoadToUnbalance(
const Vector &accel);
   106     void Print(std::ostream &s, 
int flag =0) 
const;    
 int recvData(const Communicator &)
Receives members through the communicator argument. 
Definition: beam2d03.cpp:292
Float vector abstraction. 
Definition: Vector.h:94
Communication parameters between processes. 
Definition: Communicator.h:66
int recvSelf(const Communicator &)
Receive the object. 
Definition: beam2d03.cpp:314
2D beam element. 
Definition: beam2d.h:41
Base class for the finite elements. 
Definition: Element.h:112
const Matrix & getTangentStiff(void) const
Return the tangent stiffness matrix. 
Definition: beam2d03.cpp:216
int sendSelf(Communicator &)
Send the object. 
Definition: beam2d03.cpp:301
void Print(std::ostream &s, int flag=0) const
Print stuff. 
Definition: beam2d03.cpp:329
int revertToLastCommit(void)
Revert to the last committed state. 
Definition: beam2d03.cpp:100
Element * getCopy(void) const
Virtual constructor. 
Definition: beam2d03.cpp:97
const Vector & getResistingForceIncInertia(void) const
Returns the resisting force vector including inertia forces. 
Definition: beam2d03.cpp:269
2D beam 03 element. 
Definition: beam2d03.h:74
Open source finite element program for structural analysis. 
Definition: ContinuaReprComponent.h:35
void setDomain(Domain *theDomain)
Sets the domain for the element. 
Definition: beam2d03.cpp:105
Matrix of floats. 
Definition: Matrix.h:111
int sendData(Communicator &)
Send members through the communicator argument. 
Definition: beam2d03.cpp:282
const Vector & getResistingForce(void) const
Returns the resisting force vector for the element. 
Definition: beam2d03.cpp:247
Base class for loads over elements. 
Definition: ElementalLoad.h:79
Domain (mesh and boundary conditions) of the finite element model. 
Definition: Domain.h:117