a)
distance , d = 700 m
capacitace , C = epsilon*A/d
C = 8.854 *10^12 * 3 *10^6/(700)
C = 3.79 *10^-8 F
the capacitance is 3.79 *10^-8 F
b)
maximum charge = C * E * d
maximum charge = 3.79 *10^-8 * 3 *10^6 * 700
maximum charge = 79.7 C
the maximum charge the cloud can hold is 79.7 C
6. Consider the Earth and a cloud layer 700 m above the planet to be the...
Consider the Earth and a cloud layer 500 m above the planet to be the plates of a parallel-plate capacitor. (a) If the cloud layer has an area of 3.0 km2 = 3000000 m2, what is the capacitance? F (b) If an electric field strength greater than 3.0 ✕ 106 N/C causes the air to break down and conduct charge (lightning), what is the maximum charge the cloud can hold? C (Please show work)
Consider the Earth and a cloud layer 800 m above the planet to be the plates of a parallel-plate capacitor (a) If the cloud layer has an area of 2.0 km2 = 2000000 m2, what is the capacitance? (b) If an electric field strength greater than 3.0 x 106 N/C causes the air to break down and conduct charge (lightning), what is the maximum charge the cloud can hold?
We model the surface of Earth and a cloud layer at 830 m height as a parallel plate capacitor (a) If the clouds cover an area of 3.2 km2, what is the capacitance of our model (in nF)? nF (b) If an electric fieid strength exceeding 3.0 x 100 N/C causes lightning (the air becomes conducting), what is the maximum charge (in C) that can be present on the cloud layer? (c) Assume the capacitor discharges in a single lightning...
We model the surface of Earth and a cloud layer at 925 m height as a parallel plate capacitor (a) If the clouds cover an area of 3.0 km2, what is the capacitance of our model (in nF)? nF If an electric eld strength exceed g 3,0 × 106 NC causes ightning (the ar becomes conducting what is the maximum charge n C) that can be present on the cloud layer (D (c) Assume the capacitor discharges in a single...
Lightning As a crude model for lightning, consider the ground to be one plate of a parallel-plate capacitor and a cloud at an altitude of 740 m to be the other plate. Assume the surface area of the cloud to be the same as the area of a square that is 0.60 km on a side. (Dielectric strength of air is 3.0×106V/m) A.What is the capacitance of this capacitor? B.How much charge can the cloud hold before the dielectric strength...
8. 0/12.5 points | Previous Answers ZinPhysLS3 17.P020 We model the surface of Earth and a cloud layer at 975 m height as a parallel plate capacitor. (a) If the clouds cover an area of 1.6 km, what is the capacitance of our model (in nF)? (b) If an electric field strength exceeding 3.0 x 106 N/C causes lightning (the air becomes conducting), what is the maximum charge (in C) that can be present on the cloud layer? 40.95 (c)...
1) As a crude model for lightning, consider the ground to be one plate of a parallel-plate capacitor and a cloud at an altitude of 620 m to be the other plate. Assume the surface area of the cloud to be the same as the area of a square that is 0.55 km on a side. (a) What is the capacitance of this capacitor? (b) How much charge can the cloud hold before the dielectric strength of the air is...
KHW 20 Problem 20.63-Enhanced - with Feedback Review Lightning As a crude model for lightning, consider the ground to be one plate of a parallel-plate capacitor and a cloud at an altitude of 730 m to be the other plate. Assume the surface area of the cloud to be the same as the area of a square that is 0.70 km on a side. (Dielectric strength of air is 3.0 x 106 V/m) You may want to review (Pages 712-718)...
An electric field of 8.50 times 10^5 V/m is desired between two parallel plates, each with an area of 35.0 cm^2 separated by 3.00 mm of air. What charge must be on each plate? How does the energy stored on a parallel plate capacitor change if: The potential difference applied between the plates is doubled? The charge on each plate is doubled? The separation between the plates is doubled, as the capacitor remains connected to the same battery? The separation...
The plates of a parallel-plate capacitor in vacuum are 2.90 mm apart and 2.75 m^2 in area. When you apply a certain potential difference across the capacitor, the surface charge density on the positive plate is 1.40×10−5C/m^2. Calculate the capacitance of the capacitor. C = Find the potential difference. V =