SSM A controller on an electronic arcade game consists of a variable resistor connected across the plates of a 0.220 µ F capacitor. The capacitor is charged to 5.00 V, then discharged through the resistor. The time for the potential difference across the plates to decrease to 0.800 V is measured by a clock inside the game. If the range of discharge times that can be handled effectively is from 10.0 µ s to 6.00 ms, what should be the (a) lower value and (b) higher value of the resistance range of the resistor?
SSM A controller on an electronic arcade game consists of a variable resistor connected across the plates of a 0.220 µ F capacitor. The capacitor is charged to 5.00 V, then discharged through the resistor. The time for the potential difference across the plates to decrease to 0.800 V is measured by a clock inside the game. If the range of discharge times that can be handled effectively is from 10.0 µ s to 6.00 ms, what should be the (a) lower value and (b) higher value of the resistance range of the resistor?
SSM A controller on an electronic arcade game consists of a variable resistor connected across the plates of a 0.220 µF capacitor. The capacitor is charged to 5.00 V, then discharged through the resistor. The time for the potential difference across the plates to decrease to 0.800 V is measured by a clock inside the game. If the range of discharge times that can be handled effectively is from 10.0 µs to 6.00 ms, what should be the (a) lower value and (b) higher value of the resistance range of the resistor?
A coaxial cable has an inside wire with a 1.2 mm radius and an outside conductor with an inside radius 1.4 mm and an outside radius of 1.7 mm. Take the insulator between the conductors to have a dielectric constant of 8.30. If it is connected across a 95 V de source then what is the energy per length (E/L) on each conductor
A 24.0 V battery is connected via switch S to a resistor R = 180 mΩ and two initially uncharged capacitors, C1 = 0.480 μF and C2 = 0.240 μF, as shown in the accompanying circuit diagram. A straight 6.00 m length of nichrome wire with diameter d = 2.50 mm and resistivity 1.1e-6 Ωm is connected in parallel with the resistor and the capacitors. A voltmeter is connected between point X (1.00 m away from one end of the nichrome wire) and point Y, midway between the two capacitors.
a)Find the current strength in the nichrome and the resistor after the switch is closed.
b)Calculate the charge on each of the fully charged capacitors.
c)Determine the steady state reading on the voltmeter.
A 24.0 V battery is connected via switch S to a resistor R = 180 mΩ and two initially uncharged capacitors, C1 = 0.480 μF and C2 = 0.240 μF, as shown in the accompanying circuit diagram. A straight 6.00 m length of nichrome wire with diameter d = 2.50 mm and resistivity 1.1e-6 Ωm is connected in parallel with the resistor and the capacitors. A voltmeter is connected between point X (1.00 m away from one end of the nichrome wire) and point Y, midway between the two capacitors.
a)Find the current strength in the nichrome and the resistor 2.88e-8 s after the switch is closed.
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DC Series circuits explained - The basics working principle; Author: The Engineering Mindset;https://www.youtube.com/watch?v=VV6tZ3Aqfuc;License: Standard YouTube License, CC-BY