A 180 μF defibrillator capacitor is charged to 1500 V. When fired through a patient's chest, it loses 95% of its charge in 40 ms. What is the resistance of the person's chest?
voltage on a capacitor, discharging v =
v₀e^(–t/τ)
v₀ is the initial voltage on the capacitor
v is the voltage after time t
R is resistance in ohms,
C is capacitance in farads
t is time in seconds
RC = τ = time constant
v = v₀e^(–t/τ)
0.05 = e^(–40m/τ)
(–40m/τ) = ln 0.05 = –3
τ = 40 ms/3 = 13.3 ms = RC
R = 13.3 m / 180 µ = 73.9 ohms
A 180 μF defibrillator capacitor is charged to 1500 V. When fired through a patient's chest,...
A 100 μF defibrillator capacitor is charged to 1500 V. When fired through a patient's chest, it loses 95% of its charge in 40 ms.What is the resistance of the patient's chest?
A 100 uF defibrillator capacitor is charged to 1500 V. When fired through a patient's chest, it loses 95% of its charge in 40 ms. Part A What is the resistance of the patient's chest? Express your answer to two significant figures and include the appropriate units. μΑ ? R= Value Units Submit Request Answer Provide Feedback
A 11.6 μF capacitor in a heart defibrillator unit is charged fully by a 12000 V power supply. Each capacitor plate is connected to the chest of a patient by wires and flat "paddles," one on either side of the heart. The energy stored in the capacitor is delivered through an RC circuit, where R is the resistance of the body between the two paddles. Data indicate that it takes 76.3 ms for the voltage to drop to 20.5 V...
What is the energy stored in the 17.5 μF capacitor of a heart defibrillator charged to 7.25 × 103 V? Find the amount of charge stored on the capacitor.
A 1.15 μF capacitor, initially charged to 13.5 V , discharges when it is connected in series with a resistor. Part A What resistance is necessary to cause the capacitor to have only 37% of its initial charge 2.00 s after starting? (MΩ ) Part B What is the voltage across the capacitor at t = 5 τ if the capacitor is instead charged by the same battery through the same resistor? (v)
A defibrillator passes a brief burst of current through the heart to restore normal beating. In one such defibrillator, a 40.6-μF capacitor is charged to 5.90 kV. Paddles are used to make an electric connection to the patient’s chest. A pulse of current lasting 1.00 ms partially discharges the capacitor through the patient. The electrical resistance of the patient (from paddle to paddle) is 240 Ω. What is the initial energy stored in the capacitor?
A defibrillator containing a 14.2 μF capacitor is used to shock the heart of a patient by holding it to the patient's chest. Just prior to discharging, the capacitor has a voltage of 14.5 kV across its plates. How much energy is released into the patient?
A 1.15 μF capacitor, initially charged to 13.5 V , discharges when it is connected in series with a resistor. Part A What resistance is necessary to cause the capacitor to have only 37% of its initial charge 2.00 s after starting? R=?MC
A defibrillator containing a 18.2 ?F18.2 μF capacitor is used to shock the heart of a patient by holding it to the patient's chest. Just prior to discharging, the capacitor has a voltage of 18.5 kV18.5 kV across its plates. How much energy is released into the patient? energy:
A 2.85 μF capacitor is charged to 475 V and a 3.85 μF capacitor is charged to 550 V . A) What is the voltage for each capacitor if plates of opposite sign are connected? B) What is the charge on each capacitor if plates of opposite sign are connected?