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CIRCUITSYour Own Review Chapter Link |
CIRCUIT COMPONENTS | Battery --Source of electric Potential (in Volts-V) because of Alexandra Volta
1 Volt = 1 Joule/ Coulomb |
(in Ohms-W) 1 W = 1Volt/Amp = J-s/C^2 | Capacitor-- C = q / V (in Farads-F)
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METERS |
Ammeter-- measures current in (Amps --A) and is ALWAYS connected in series
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Voltmeter--measures potential in volts and isALWAYS connected in parallel | |
OHM'S LAW | The RATIO of voltage drop V across an Ohmic resistor as compared to current i through the resistor is a constant R.R = a constant value of V / i ! | ||
KIRCHOFF'S CURRENT RULE |
The sum of the currents approaching a connector = the sum of the currents leaving a connector. For the diagram below, i1 + i2 = i 3 | ||
KIRCHOFF'S LOOP RULE |
The sum of the electric potential changes around a closed loop equals zero. Electric potential is measured in volts. | ||
KIRCHOFF'S RULE for SERIES RESISTORS |
Resistors in series will act as a single resistor. That single resistor will equal the sum of the individual resistors. All resistors in series operate at the same current. | ||
KIRCHOFF'S RULE for PARALLEL RESISTORS |
For resistors
in parallel, total resistance is
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CAPACITORS IN CIRCUITS |
q = CV For series: 1/C = 1/ C1 + 1/C2 + 1/C3 + etc. q is the same!For parallel: C = C1 + C2 + C3 + etc. V is the same! | ||
RC CIRCUITS |
For RESISTOR -CAPACITOR loops, the capacitor is most dominant after a long time when the current becomes zero in the branch of the loop with the capacitor. The value of "RC" is the time constant needed to reach 63% of the maximum charge. | ||
LR CIRCUITS |
For INDUCTOR- RESISTOR loops, the inductor is most dominant at the start of current flow when a switch is connected. At this time (as t approaches zero), the inductor controls the change in current and minimizes the growth of i. The inductor is also most in control when a switch is opened in a loop and current is decaying. Because of Lenz's Law the inductor seeks to prevent change in the status of "i", the current. | ||
Using DREAMWEAVER IV