AbstractHamiltonian function is different, the internal structure relation given by generalized Hamiltonian model is different, and thus Hamiltonian function is core issue for generalized Hamiltonian modeling. In this paper, three principles of selecting Hamiltonian function are proposed, interface principle, energy principle and stability principle. For the class of system with single input and single output, applied methods of three principles are given. At last, the Hamiltonian modelling for nonlinear hydro turbine is taken as case to introduce its application
A general discussion of Hamiltonian and action principle formulations for fluid and plasma models is...
Network modelling of unconstrained energy conserving physical systems leads to an intrinsic generali...
The Hamiltonian viewpoint of fluid mechanical systems with few and infinite number of degrees of fre...
AbstractHamiltonian function is different, the internal structure relation given by generalized Hami...
yesTraditional rotor dynamics mainly focuses on the steady- state behavior of the rotor and shafting...
© 2016 Elsevier LtdThis paper addresses the Hamiltonian mathematical modeling and dynamic analysis o...
© 2016This paper focus on a Hamiltonian mathematical modeling for a hydro-turbine governing system i...
This thesis is devoted to the description of fluids and gases from a Hamiltonian point of view. The ...
International audienceThis paper presents developments of the Harniltonian Approach to problems of f...
WOS: 000318290400001Lagrange and Hamilton formalisms derived from variational calculus can be applie...
Lagrange and Hamilton formalisms derived from variational calculus can be applied nearly in all engi...
textThe Hamiltonian and Action Principle (HAP) formulations of plasmas and fluids are explored in a ...
Using energy as only constituent conserved quantity, canonical Hamiltonian dynamics is not capable t...
In this study, different forms of Lagrangian and Hamiltonian based energy functions are represented ...
Hamiltonian systems model a number of important problems in theoretical physics, mechanics, fluid dy...
A general discussion of Hamiltonian and action principle formulations for fluid and plasma models is...
Network modelling of unconstrained energy conserving physical systems leads to an intrinsic generali...
The Hamiltonian viewpoint of fluid mechanical systems with few and infinite number of degrees of fre...
AbstractHamiltonian function is different, the internal structure relation given by generalized Hami...
yesTraditional rotor dynamics mainly focuses on the steady- state behavior of the rotor and shafting...
© 2016 Elsevier LtdThis paper addresses the Hamiltonian mathematical modeling and dynamic analysis o...
© 2016This paper focus on a Hamiltonian mathematical modeling for a hydro-turbine governing system i...
This thesis is devoted to the description of fluids and gases from a Hamiltonian point of view. The ...
International audienceThis paper presents developments of the Harniltonian Approach to problems of f...
WOS: 000318290400001Lagrange and Hamilton formalisms derived from variational calculus can be applie...
Lagrange and Hamilton formalisms derived from variational calculus can be applied nearly in all engi...
textThe Hamiltonian and Action Principle (HAP) formulations of plasmas and fluids are explored in a ...
Using energy as only constituent conserved quantity, canonical Hamiltonian dynamics is not capable t...
In this study, different forms of Lagrangian and Hamiltonian based energy functions are represented ...
Hamiltonian systems model a number of important problems in theoretical physics, mechanics, fluid dy...
A general discussion of Hamiltonian and action principle formulations for fluid and plasma models is...
Network modelling of unconstrained energy conserving physical systems leads to an intrinsic generali...
The Hamiltonian viewpoint of fluid mechanical systems with few and infinite number of degrees of fre...