Integrated Concepts A 160 − μ F capacitor charged to 450 V is discharged through a 31.2-k Ω resistor. (a) Find the time constant. (b) Calculate the temperature increase of the resistor, given that its mass is 2.50 g and its specific heat is 1 .67 kJ kg·ºC' noting that most of the thermal energy is retained in the short time of the discharge, (c) Calculate the new resistance, assuming it is pure carbon, (d) Does this change in resistance seem significant?
Integrated Concepts A 160 − μ F capacitor charged to 450 V is discharged through a 31.2-k Ω resistor. (a) Find the time constant. (b) Calculate the temperature increase of the resistor, given that its mass is 2.50 g and its specific heat is 1 .67 kJ kg·ºC' noting that most of the thermal energy is retained in the short time of the discharge, (c) Calculate the new resistance, assuming it is pure carbon, (d) Does this change in resistance seem significant?
A
160
−
μ
F
capacitor charged to 450 V is discharged through a 31.2-k
Ω
resistor. (a) Find the time constant. (b) Calculate the temperature increase of the resistor, given that its mass is 2.50 g and its specific heat is
1
.67
kJ
kg·ºC'
noting that most of the thermal energy is retained in the short time of the discharge, (c) Calculate the new resistance, assuming it is pure carbon, (d) Does this change in resistance seem significant?
A 160-µF capacitor charged to 450 V is discharged through
a 31.2-k 2 resistor. (a) Find the time constant. (b)
Calculate the temperature increase of the resistor, given that
its mass is 2.50 g and its specific heat is 1.67, k
´kg · °C'
noting that most of the thermal energy is retained in the short
time of the discharge. (c) Calculate the new resistance,
assuming it is pure carbon. (d) Does this change in resistance
seem significant?
(!) THE FOLLOWING QUESTIONS ARE BASED ON THE INFORMATION GIVEN HERE.
R
ww
The emf source, E
R, = 5.6 N. The capacitor has a capacitance C = 3.7 µF.
2.1 V, of the circuit shown in the figure has negligible internal resistance. The resistors have resistances R, = 2.6N and
3.
R1
A) Determine the time constant T, in units of microseconds for charging the capacitor.
Answer:
B) What is the charge Q on the capacitor in units of microcoulomb?
Answer.
Te-Learning Portal
Courses -
Reports
e-Services ▼
Academic Departments -
ETC -
CIMS
Salim
During an experiment to verify Ohm's law, the voltage supplied and the current through a circuit are measured.
[Voltage is measured in Volt (V) and current in Ampere (A)].
ww
R
on
Battery
The measured value of the current is I = 3.1 ± 0.2 A and that of the voltage is V = 14 0.5 V. The resistance of
the circuit (in N) can be calculated using the formula, R = V/I,
Calculate the,
a) Resistance (in 2) =
b) Fractional uncertainty in the resistance =
c) Absolute uncertainty (in 2) in the resistance=
Need a deep-dive on the concept behind this application? Look no further. Learn more about this topic, physics and related others by exploring similar questions and additional content below.