That is a z' (z prime), not z^12. Please answer all parts and show full work, thank you!
(a) What is the dlxR needed to determine the magnetic field H for this problem? (b) Find the integral equation that represents the magnetic field H at (x-2,y-3,z-0). (c) Solve for the magnetic field H using the provided table. (d) What is the magnetic field Hat {x-2,y=3,2=0} in cylindrical coordinates (see the provided information for Cartesian-> cylindrical transformation)?
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That is a z' (z prime), not z^12. Please answer all parts and show full work, thank you!
That is a z' (z prime), not z^12. Please answer all parts and show full work,...
That is a z' (z prime), not z^12. Please answer all parts and
show full work, thank you!
x(m) (25 pts) Problem 3 The Savart Law This problem is similar to that of Problem 1 except here we have an infinite wire with current I(z) at the point (x-2,y 3,-0) using the Bigt -Savart Law. A and we will be finding the magnetic field H due to this current 13) +13 10 (2,3,0 dl r(0,0,z) -5 -10 (a) What is...
3. (a) Use Biot-Savart Law to find the magnetic field of wire, along the z-axis, carrying...
3. (a) Use Biot-Savart Law to find the magnetic field of wire, along the z-axis, carrying a current I (in direction), at a point P a distance r from the wire. Do this for both a finite wire (21 <2<z2), and an infinite wire (-0<z< too). (6) Use the result of part (a) to evaluate the net magnetic field of the wires shown at point P (0,0,2). [15] z P (0,0,2) 22 di 0 B (0,2,0) tec у P(x,y) A...
Magnetic Field from Current Segments ©2 of 3 Learning Goal: Review To apply the Biot-Savart law...
Magnetic Field from Current Segments ©2 of 3 Learning Goal: Review To apply the Biot-Savart law to find the magnetic field produced on the z axis from current elements in the xy plane. Submit In this problem you are to find the magnetic field component along the z axis that results from various current elements in the xy plane (i.e., at z = 0). Part F Find dB (0,0, 21), the z component of the magnetic field at the point...
Two infinitely long wires run parallel to the z axis. One wire passes through the point (x,y) = (...
Two infinitely long wires run parallel to the z axis. One wire passes through the point (x,y) = (h/2, 0) and carries a current of I A] in the z direction. The other wire passes through the point (x.y)- (-h/2,0) and carries a current-I [A] in the z direction. Calculate the magnetic field vector H(xy) [A/m] at any point in space. Express the answer in rectangular coordinates. Hint: Use superposition together with Ampere's law. Also, you might want to review...
please make sure to fill in the blanks (a) A conducting loop in the shape of...
please make sure to fill in the blanks
(a) A conducting loop in the shape of a square of edge length l = 0.310 m carries a current I = 10.5 A as in the figure below. Calculate the magnitude and direction of the magnetic field at the center of the square. (b) If this conductor is reshaped to form a circular loop and carries the same current, what is the value of the magnetic field at the center? Part...
Two infinite sheets of current flow parallel to the y-z plane as shown. The sheets are...
Two infinite sheets of current flow parallel to the y-z plane as shown. The sheets are equally spaced from the origin by x7.2 cm. Each sheet consists of an infinite array of wires with a density n 18 wires/cm. Each wire in the left sheet carries a current 3.5 A in the negative z direction. Each wire in the right sheet carries a current l2 5.7 A in the positive z-direction 2 1) What is Bx(P), the x-component of the...
Please show all work Thank you! (20% 2.) we have an infinite line current that generates...
Please show all work
Thank you!
(20% 2.) we have an infinite line current that generates a magnetic field-y sin(a)in free space 2 rx (e, ), in the vicinity of a square loop located on the xz plane. Each side of the square loop has a length of l cm, and its left bottom, vertex is located at (x = 1 cm, z = 0). The loop carries a resistor with a resistance R 1 Ω, and the magnitude of...
Two infinite sheets of current flow parallel to the y-z plane as shown. The sheets are...
Two infinite sheets of current flow parallel to the y-z plane as shown. The sheets are equally spaced from the origin by xo 4.8 cm. Each sheet consists of an infinite array of wires with a density n = 15 wires/cm. Each wire in the left sheet carries a current l1 = 3.7 A in the negative z- direction. Each wire in the right sheet carries a current l2 = 5.1 A in the positive z-direction ES R P 1)...
4. (12 points) Ampere's law in cylindrical coordinates (p,p,z.) An infinitely long coaxial cable is given in the fi...
4. (12 points) Ampere's law in cylindrical coordinates (p,p,z.) An infinitely long coaxial cable is given in the figure below. The inner conductor has a radius of R1 = 1.00cm. The outer conductor has a radius R2 = 2.00cm and has negligible thickness. The inner conductor has a current density given by J 2.00A p (TR1) flowing out of the page (positive z direction), where ρ is the radial direction. The outer conductor has a current 1 of 1.00 Amperes...
Please show steps B. Magnetostaties: The x-y plane contains an infinite current sheet with surface current...
Please show steps
B. Magnetostaties: The x-y plane contains an infinite current sheet with surface current density s8Is. Find the magnetic fleld H everywhere in space. Amperian Contour O00o y (a) Use the right-hand rule and make a "Ruestimate" for the magnetic field intensity H both above (z> 0) and below (z<0) this infinite current sheet. (b) Choose an Amperian Contour that encloses the current sheet as shown above and perform the closed path integral of H di around this...
That is a z' (z prime), not z^12. Please answer all parts and
show full work, thank you!
x(m) (25 pts) Problem 3 The Savart Law This problem is similar to that of Problem 1 except here we have an infinite wire with current I(z) at the point (x-2,y 3,-0) using the Bigt -Savart Law. A and we will be finding the magnetic field H due to this current 13) +13 10 (2,3,0 dl r(0,0,z) -5 -10 (a) What is...
3. (a) Use Biot-Savart Law to find the magnetic field of wire, along the z-axis, carrying a current I (in direction), at a point P a distance r from the wire. Do this for both a finite wire (21 <2<z2), and an infinite wire (-0<z< too). (6) Use the result of part (a) to evaluate the net magnetic field of the wires shown at point P (0,0,2). [15] z P (0,0,2) 22 di 0 B (0,2,0) tec у P(x,y) A...
Magnetic Field from Current Segments ©2 of 3 Learning Goal: Review To apply the Biot-Savart law to find the magnetic field produced on the z axis from current elements in the xy plane. Submit In this problem you are to find the magnetic field component along the z axis that results from various current elements in the xy plane (i.e., at z = 0). Part F Find dB (0,0, 21), the z component of the magnetic field at the point...
Two infinitely long wires run parallel to the z axis. One wire passes through the point (x,y) = (h/2, 0) and carries a current of I A] in the z direction. The other wire passes through the point (x.y)- (-h/2,0) and carries a current-I [A] in the z direction. Calculate the magnetic field vector H(xy) [A/m] at any point in space. Express the answer in rectangular coordinates. Hint: Use superposition together with Ampere's law. Also, you might want to review...
please make sure to fill in the blanks
(a) A conducting loop in the shape of a square of edge length l = 0.310 m carries a current I = 10.5 A as in the figure below. Calculate the magnitude and direction of the magnetic field at the center of the square. (b) If this conductor is reshaped to form a circular loop and carries the same current, what is the value of the magnetic field at the center? Part...
Two infinite sheets of current flow parallel to the y-z plane as shown. The sheets are equally spaced from the origin by x7.2 cm. Each sheet consists of an infinite array of wires with a density n 18 wires/cm. Each wire in the left sheet carries a current 3.5 A in the negative z direction. Each wire in the right sheet carries a current l2 5.7 A in the positive z-direction 2 1) What is Bx(P), the x-component of the...
Please show all work
Thank you!
(20% 2.) we have an infinite line current that generates a magnetic field-y sin(a)in free space 2 rx (e, ), in the vicinity of a square loop located on the xz plane. Each side of the square loop has a length of l cm, and its left bottom, vertex is located at (x = 1 cm, z = 0). The loop carries a resistor with a resistance R 1 Ω, and the magnitude of...
Two infinite sheets of current flow parallel to the y-z plane as shown. The sheets are equally spaced from the origin by xo 4.8 cm. Each sheet consists of an infinite array of wires with a density n = 15 wires/cm. Each wire in the left sheet carries a current l1 = 3.7 A in the negative z- direction. Each wire in the right sheet carries a current l2 = 5.1 A in the positive z-direction ES R P 1)...
4. (12 points) Ampere's law in cylindrical coordinates (p,p,z.) An infinitely long coaxial cable is given in the figure below. The inner conductor has a radius of R1 = 1.00cm. The outer conductor has a radius R2 = 2.00cm and has negligible thickness. The inner conductor has a current density given by J 2.00A p (TR1) flowing out of the page (positive z direction), where ρ is the radial direction. The outer conductor has a current 1 of 1.00 Amperes...
Please show steps
B. Magnetostaties: The x-y plane contains an infinite current sheet with surface current density s8Is. Find the magnetic fleld H everywhere in space. Amperian Contour O00o y (a) Use the right-hand rule and make a "Ruestimate" for the magnetic field intensity H both above (z> 0) and below (z<0) this infinite current sheet. (b) Choose an Amperian Contour that encloses the current sheet as shown above and perform the closed path integral of H di around this...
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