<--- Back to Details
| First Page | Document Content | |
|---|---|---|
 Date: 2008-03-10 10:49:49Pendulums Equations of motion Angular momentum Parametric oscillator Small-angle approximation Physics Classical mechanics Rotation |
| Homeworka) Write down the Hamiltonian for a drift space without using the small angle approximation. (b) Solve the Hamiltonian (find analytical solutionKnowing the vector potential inside a dipole magDocID: 1rVO0 - View Document |
| HeliophysicsProblems_ShocksSolutionsDocID: 15nCg - View Document |
| HeliophysicsProblems_ShocksSolutionsDocID: 13YDN - View Document |
| A. Testing the Small Angle Approximation In this activity, you will test “the small angle approximation” in order to determine the limits over which it holds. The small angle approximation states: For small enough anDocID: DG9X - View Document |
| Reflectometry involves measurement of the intensity of a beam of electromagnetic radiation or particle waves reflected from aDocID: u2bU - View Document |