This is an electricty and magnatism problem. the answer is given below the problem. I will be sure to leave a like if you can solve this correctly. PLEASE SHOW WORK STEP BY STEP. I need to understand how to do this problem and the concepts behind it.
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This is an electricty and magnatism problem. the answer is given
below the problem. I will...
(1 point) Two different ideal dielectrics fill all of space. The relative permittivity in the region...
(1 point) Two different ideal dielectrics fill all of space. The relative permittivity in the region where 6x – 2y + 3z > 6 is eri = 3.5, while the relative permittivity everywhere else is Er2 = 1.5. In each dielectric region, the electric field intensity is constant. (Of course the constant for Region 1 need not be identical to the constant for Region 2.) Given the electric field intensity E(2,1,1) = (–70, 0, 42) V/m, find the electric flux...
6. (20 pts.) The plane y-0 separates region 1 (y 0), which is a dielectric materia...
6. (20 pts.) The plane y-0 separates region 1 (y 0), which is a dielectric materia with c, -3.5, from region 2 (y < 0), which is free space. If the electric flux density in region 1 is given by D,-15a, +22ay -20a, [nC/m'], find D..
Please answer all parts a,b,c with clear steps, please remember to answer C. A non-uniform surface...
Please answer all parts a,b,c with clear
steps, please remember to answer C.
A non-uniform surface charge density of 5p/(p? + 1) nC/m2 lies in the plane z = 2 wherever p< 5; Ps = 0 for p > 5. (a) How much electric flux leaves the circular region p< 5, z = 2? (b) How much electric flux crosses the z = 0 plane in the -a, direction? (c) How much electric flux leaves the cylinder p = 3...
Answer: Please show work on how to get the above answer. I am a little confused....
Answer:
Please show work on how to get the above answer. I am a little
confused. Thank you!
H19.8. Consider a d × d × d cube in the region χ > 0, y > 0, z > 0, yI and with one corner at the origin as shown. In this region a constant electric field E 2.0 N/C R +2.0 N/C y exists. Given d 3.0 cm, find the flux through each of the six faces of the cube...
I need help with the first question 5.1 The correct answer is -0.1172A From the book...
I need help with the first question 5.1
The correct answer is -0.1172A
From the book principles of Electromagnetic
6th edition
(a) 5 × (b) 10-6s (c) 5 hr 10 ogeheous (d) 10 hr (e) 15 hr lds shown in Figure 5.19 are near a dielectric-dielectric boundary but on opposite sides ns are correct? Assume that the boundary is charge free and that ε? ε' ch of the following statements are incorrect? (a) The el Nonpolar molecules have no permanent...
The space between the plates of a parallel-plate capacitor, shown below, is filled with two slabs of different dielectric materials
Problem 5 The space between the plates of a parallel-plate capacitor, shown below, is filled with two slabs of different dielectric materials. The slab at the top has thickness 2d and a relative dielectric constant of er1 = 3 and the one at the bottom has thickness d and a relative dielectric constant of er2 = 2. The capacitor plates have surface area S. a. Assume a total charge of +Q on the top plate and -Q on the bottom plate. Find...
Problem 1: A grounded metal sphere with radius R is located at the center of a...
Problem 1: A grounded metal sphere with radius R is located at the center of a linear dielectric sphere with radius 2R. The dielectric has a relative permittivity of &r. The composite sphere is exposed to some external fields, which create a potential V-α cosa where α is a constant Find the electric field and the electric displacement in the dielectric, i.e. R<rc2R. Hint: Use the appropriate boundary (surface) conditions to solve for the potential in that region in terms...
Answer number 2 using the given hints. Thanks 1. For the given capacitor, there are conducting...
Answer number 2 using the given hints. Thanks
1. For the given capacitor, there are conducting plates at z = 0 and 2 = 3d. Between the plates, there are 3 layers of insulators: 2 free space regions and one dielectric with permittivity e. The electric field in Region 1 is E = - a, (V/m), where Ps is the surface charge density on the top plate ( = 30). The surface area of each plate is A. (a) What...
Supplemental Problem #1: A cylindrical wedge with dielectric constant 4 is located in free space and...
Supplemental Problem #1: A cylindrical wedge with dielectric constant 4 is located in free space and defined by ре 1,2 m, фе zel-1,1m. The electric flux density at p =1.5m , п z = Om is given by $ = D(p,ф,2)- D|1.5, ,0 = 2.5p-1.50 +3.02 C/m² A surface charge density of 0.5C/m² exists at the p=1.5m, ø = 2 Om coordinate. Find the electric flux density at p=1.5m, Om
3. Two dielectric materials (material 1 and 2) are combined either in series (Case A) or parallel (Case B) arrangements...
3. Two dielectric materials (material 1 and 2) are combined either in series (Case A) or parallel (Case B) arrangements as shown in the figure below. The relative permittivity for material one is 10 while the relative permittivity for material two is 3000. A voltage of 100 volts is applied across the entire the top surface while the bottom is grounded (0 Volts) in both cases. The z- direction is up with z-0 representing the bottom ground. Calculate for each...
(1 point) Two different ideal dielectrics fill all of space. The relative permittivity in the region where 6x – 2y + 3z > 6 is eri = 3.5, while the relative permittivity everywhere else is Er2 = 1.5. In each dielectric region, the electric field intensity is constant. (Of course the constant for Region 1 need not be identical to the constant for Region 2.) Given the electric field intensity E(2,1,1) = (–70, 0, 42) V/m, find the electric flux...
6. (20 pts.) The plane y-0 separates region 1 (y 0), which is a dielectric materia with c, -3.5, from region 2 (y < 0), which is free space. If the electric flux density in region 1 is given by D,-15a, +22ay -20a, [nC/m'], find D..
Please answer all parts a,b,c with clear
steps, please remember to answer C.
A non-uniform surface charge density of 5p/(p? + 1) nC/m2 lies in the plane z = 2 wherever p< 5; Ps = 0 for p > 5. (a) How much electric flux leaves the circular region p< 5, z = 2? (b) How much electric flux crosses the z = 0 plane in the -a, direction? (c) How much electric flux leaves the cylinder p = 3...
Answer:
Please show work on how to get the above answer. I am a little
confused. Thank you!
H19.8. Consider a d × d × d cube in the region χ > 0, y > 0, z > 0, yI and with one corner at the origin as shown. In this region a constant electric field E 2.0 N/C R +2.0 N/C y exists. Given d 3.0 cm, find the flux through each of the six faces of the cube...
I need help with the first question 5.1
The correct answer is -0.1172A
From the book principles of Electromagnetic
6th edition
(a) 5 × (b) 10-6s (c) 5 hr 10 ogeheous (d) 10 hr (e) 15 hr lds shown in Figure 5.19 are near a dielectric-dielectric boundary but on opposite sides ns are correct? Assume that the boundary is charge free and that ε? ε' ch of the following statements are incorrect? (a) The el Nonpolar molecules have no permanent...
Problem 1: A grounded metal sphere with radius R is located at the center of a linear dielectric sphere with radius 2R. The dielectric has a relative permittivity of &r. The composite sphere is exposed to some external fields, which create a potential V-α cosa where α is a constant Find the electric field and the electric displacement in the dielectric, i.e. R<rc2R. Hint: Use the appropriate boundary (surface) conditions to solve for the potential in that region in terms...
Answer number 2 using the given hints. Thanks
1. For the given capacitor, there are conducting plates at z = 0 and 2 = 3d. Between the plates, there are 3 layers of insulators: 2 free space regions and one dielectric with permittivity e. The electric field in Region 1 is E = - a, (V/m), where Ps is the surface charge density on the top plate ( = 30). The surface area of each plate is A. (a) What...
Supplemental Problem #1: A cylindrical wedge with dielectric constant 4 is located in free space and defined by ре 1,2 m, фе zel-1,1m. The electric flux density at p =1.5m , п z = Om is given by $ = D(p,ф,2)- D|1.5, ,0 = 2.5p-1.50 +3.02 C/m² A surface charge density of 0.5C/m² exists at the p=1.5m, ø = 2 Om coordinate. Find the electric flux density at p=1.5m, Om
3. Two dielectric materials (material 1 and 2) are combined either in series (Case A) or parallel (Case B) arrangements as shown in the figure below. The relative permittivity for material one is 10 while the relative permittivity for material two is 3000. A voltage of 100 volts is applied across the entire the top surface while the bottom is grounded (0 Volts) in both cases. The z- direction is up with z-0 representing the bottom ground. Calculate for each...
Most questions answered within 3 hours.
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A. 0≤P(Oi)≤10≤P(Oi)≤1 for each i
B. P(Oi)≤0P(Oi)≤0
C. P(Oi)=1+P(OCi)P(Oi)=1+P(OiC)
D. P(Oi)≥1P(Oi)≥1
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