"Hamiltonian" Example Sentences
1. "Hamiltonian" is a term used in mathematics and physics.
2. The "Hamiltonian" equation is a fundamental equation in quantum mechanics.
3. The "Hamiltonian" formulation of classical mechanics is based on the principle of least action.
4. The "Hamiltonian" of a system is a mathematical expression that describes the total energy of the system.
5. The "Hamiltonian" is a key tool used in the study of classical and quantum systems.
6. In classical mechanics, the "Hamiltonian" is a function of the coordinates and their derivatives.
7. The "Hamiltonian" equation is a first order differential equation that describes the evolution of a system.
8. The "Hamiltonian" of a system is a conserved quantity, meaning that it does not change over time.
9. The "Hamiltonian" of a system can be used to determine the behavior of the system under certain conditions.
10. The "Hamiltonian" formulation of quantum mechanics is based on the principle of least action.
11. The "Hamiltonian" of a system is a mathematical expression that describes the total energy of the system.
12. The "Hamiltonian" equation is a first-order partial differential equation that describes the evolution of a system.
13. In quantum mechanics, the "Hamiltonian" is a function of the coordinates and their derivatives.
14. The "Hamiltonian" formulation of classical mechanics is based on the principle of least action.
15. The "Hamiltonian" of a system is a conserved quantity, meaning that it does not change over time.
16. The "Hamiltonian" of a system can be used to determine the behavior of the system under certain conditions.
17. The "Hamiltonian" equation is a first-order partial differential equation that describes the evolution of a system.
18. The "Hamiltonian" formulation of quantum mechanics is based on the principle of least action.
19. The "Hamiltonian" of a system is a mathematical expression that describes the total energy of the system.
20. The "Hamiltonian" equation is a first-order partial differential equation that describes the evolution of a system.
21. In quantum mechanics, the "Hamiltonian" is a function of the coordinates and their derivatives.
22. The "Hamiltonian" formulation of classical mechanics is based on the principle of least action.
23. The "Hamiltonian" of a system is a conserved quantity, meaning that it does not change over time.
24. The "Hamiltonian" of a system can be used to determine the behavior of the system under certain conditions.
25. The "Hamiltonian" equation is a first-order partial differential equation that describes the evolution of a system.
26. The "Hamiltonian" formulation of quantum mechanics is based on the principle of least action.
27. The "Hamiltonian" of a system is a mathematical expression that describes the total energy of the system.
28. The "Hamiltonian" equation is a first-order partial differential equation that describes the evolution of a system.
29. In quantum mechanics, the "Hamiltonian" is a function of the coordinates and their derivatives.
30. The "Hamiltonian" formulation of classical mechanics is based on the principle of least action.
31. The "Hamiltonian" of a system is a conserved quantity, meaning that it does not change over time.
32. The "Hamiltonian" of a system can be used to determine the behavior of the system under certain conditions.
33. The "Hamiltonian" equation is a first-order partial differential equation that describes the evolution of a system.
34. The "Hamiltonian" formulation of quantum mechanics is based on the principle of least action.
35. The "Hamiltonian" of a system is a mathematical expression that describes the total energy of the system.
36. The "Hamiltonian" equation is a first-order partial differential equation that describes the evolution of a system.
37. In quantum mechanics, the "Hamiltonian" is a function of the coordinates and their derivatives.
38. The "Hamiltonian" formulation of classical mechanics is based on the principle of least action.
39. The "Hamiltonian" of a system is a conserved quantity, meaning that it does not change over time.
40. The "Hamiltonian" of a system can be used to determine the behavior of the system under certain conditions.
Common Phases
Classical Mechanics; Quantum Mechanics; Statistical Mechanics; Condensed Matter Physics; Nuclear Physics; Particle Physics; Atomic Physics; Molecular Physics; Plasma Physics.