MTH 256 Lecture Notes - Lecture 19: Rlc Circuit, Inductor, Voltage Source

• School: Oregon State University
• Department: Mathematics
• Course: MTH 256
• Professor: T. Hatase

Document Summary

6. 3: the rlc circuit similar to spring problems. Let q(t) be the charge (si units of coulombs) on the capacitor at time t. Then i(t) = is the electrical current (si units of amps) in the circuit. We have the following basic laws for the change in voltage across each circuit component: Solving dt charge circuit flow the for or in. C two waits to write one thing ) Kirchho s law says that the voltage change across any two points has to be independent of the path used to travel between the two points. = v (t). has to applied add to up to. By di erentiating both sides and using i = q0, we get. When respect to t ) solving for the. See table 2 in the textbook to see the correspondence between quantities shown in this section and the quantities in spring problems.