Answered: cylindrical long solenoid of length…

cylindrical long solenoid of length 2000 mm has 20 mm diameter. If number of turns wounded on solenoid is 2000 turns what is value of inductance.

Power System Analysis and Design (MindTap Course List)

6th Edition

ISBN:9781305632134

Author:J. Duncan Glover, Thomas Overbye, Mulukutla S. Sarma

Publisher:J. Duncan Glover, Thomas Overbye, Mulukutla S. Sarma

Chapter4: Transmission Line Parameters

Section: Chapter Questions

Problem 4.26MCQ: Does r=e14r=0.788r, which comes in calculation of inductance, play a role in capacitance...

See similar textbooks

Related questions

Q: 1. Find the capacitance per unit length for the dielectric filled coaxial cable below. Assume length…

A: Given data is - Length=L Inner conductor charge=+Q Outer conductor…

Q: The distance between parallel conductive discs in the Figure ? ? = 5 mm dir. Accept that the area…

A: Distance between parallel conductive discs (X) = 5mm radius of the disc (R) = 2mm ε0=8.85×10-12…

Q: An infinitely long coaxial cable has an inner and an outer conductor of radii "a" and "b"…

A: The long co axial cable: By the boundary condition, Dρ1=Dρ2=Dρ This is treated as a series…

Q: Problem 5. while that of the other is -0.43m/s. If the collision is perfectly elastic, what is the…

Q: A coaxial cylindrical conductor arrangement has the dimensions a = 1 cm and b = 3 cm. By what value…

Q: The self-inductance of solenoid, If the length L = 10 cm, radius a =1cm, and number of turns N = 225…

Q: In The capacitance per unit length of a coaxial cable was calculated as Now assume that the region…

A: Using analogy between D and J , we can obtain equations in terms of D by relating D with J and ∈…

Q: A solenoid displaces a material plunger ferromagnetic at a distance of 1 cm. The inductance of the…

A: A solenoid is a mechanical device that moves and consists of a wire coil, a casing, and a plunger…

Q: QI) Prove that the curl of the gradient of any scalar is zero.

A: 1)

Q: A ferromagnetic ring has a uniform cross-sectional area of 2000 mm2 and a mean circumference of 1000…

A: BH curve area is 104 mm2 Frequency is 80 Hz cross-sectional area of 2000 mm2 circumference of 1000…

Q: .7 Two long, cylindrical conductors of radii a, and az are parallel and separated by a distance d,…

Q: A cubic gaussian surface surrounds a point charge q. If the size of the cubic surface is doubled,…

A: As per our company guidelines we are supposed to answer only first question kindly repost other…

Q: A cylindrical conductor carries a current that produces a magnetic field intensity of H = âg5r*…

Q: Find the capacitance in picofarad between inner and outer curved conductor surfaces shown in the…

A: εr1=4.9εr2=3.5r1=39.4mmr2=64.4mmα1=19.7°α2=41.2°L=158.6mm

Q: 9. Using the below general expression for geometric mean radius, prove that the inductive geometric…

Q: Using the power-angle characteristic illustrate the Critical Clearing Angle (CCA) for three…

Q: A cylindrical conductor carries a current that produces a magnetic field intensity of H = âg5r…

Q: Does the electric flux depend on the shape of the Gaussian surface? Give reasons to your answer

A: As we knows that the the Gaussian law Electric flux =( (charge enclosed insider the Gaussian…

Q: 3. Determine the force exerted on Q₂ by Q1 for charges Q₁ = 9x10μC and Q₂ = -5x10-5C if Q₁ is…

Q: As seen in Figure-2, the potential on an infinitely wide conductor plane measured. A point load of…

Q: Q2) an infinite length cylindrical tube of conductor with (2<p<4) carries alcurrent I of uniform…

A: We need to find out magnetic field for given current distribution

Q: Calculate the geometric mean radius (GMR) for the arrangement of parallel conductors shown below if…

Q: Define and sketch uniform and non uniform field, give examples of each.

Q: Provide an analysis (for example graphs and explanation) of the differences between circular loops…

A: When current flows through a conductor, it creates a magnetic field around the conductor any change…

Q: the area of the following surface using differential surface in: (i). r – ϕ plane and (ii). θ - ϕ…

Q: The core of a toroid has an cross-sectional area of 5 cm² and a mean radius of 60 cm and is made of…

A: Given a toroid has, Cross section area, A=5 cm2 Mean radius, r = 60 cm Relative permeability, μr=100…

Q: A solenoid displaces a material plunger ferromagnetic at a distance of 1 cm. The inductance of the…

Q: An infinite line charge of (2 µC/m )are located on the z -axis. Electric field due to this line…

Q: 2. An infinitely long coaxial cable has an inner and an outer conductor of radii "a" and "b"…

A: CAPACITANCE: It is the ability of the conductor to store or hold the charges. Potential…

Q: Q4) A particle is moving along a straight line such that its speed is defined as v = (-4s') m/s,…

A: Given, speed, v = -4s2 m/s s = 2 m when t = 0

Q: ) What are solenoid? Show that, inside a long solenoid carrying current i, at points not near its…

Q: Q1) By using Laplacian equation, prove that the potential difference of the spherical capacitor does…

A: Consider a spherical shell with inner radius a and outer radius b where b>a. which is shown…

Q: The of Gauss law relates the electric field to the charge *.distribution at a particular point in…

A: The differential form of gauss law relates the electric field to the charge distribution at a…

Q: Q2: Two circuits are arrange as shown in figure Below, (a and b) each one of them has two identical…

Q: Determine the inductance per unit length of a coaxial cable with an inner radius a and outer radius…

A: Flux through a surface is Dot product of Flux density and area. Flux is also equals to Inductance…

Q: Q4: Find the fraction of the body centered cubic unit cell volume filled with hard spheres as shown…

A: Given: Total volume of the cubic cell is V=343 cm3 The unit cell is BCC lattice.

Q: 2) Determine the inductance per unit length of a coaxial cable with an inner radius a and outer…

A: Given We need to derive the inductance of a coaxial cable. Please find the below attachment for…

Q: Q1) Find the capacitanee (in pF) of parallel-plate capacitor containing two dielectries with e1 = 3…

A: Given capacitor containing two dielectrics withεr1=3 and εr2=4.5Each comprising one-half the…

Q: In capacitance, the length of the line is very large as compared with the distance of separation of…

A: In this question, Choose the correct option In capacitance, the length of the line is very large…

Q: A solenoid of 100 turns has a length of 75 cm and the radius of 20 cm. A steel rod of circular…

Q: The permittivity of free space e

A: TRUE

Q: Determine the mutual inductance between a very long straight wire and a conducting circular loop of…

Q: I need a solution within 15 minutes Q1) By using Laplacian equation, prove that the potential…

A: Consider a spherical shell with inner radius a and outer radius b where b>a. which is shown…

Q: A straight copper conductor 20 cm long moves across a magnetic field of 10,000 gauss at an angle of…

Q: For the semicircle line charge of (p, C/m) and radius (R m ) on (xy- plane) and its center is at…

A: Electric field intensity E → for semicircular ring E →=-Q4π εoa2 ar→ V/ma Origin E →=0 V/m

Q: The self-inductance of solenoid, If the length L = 10 cm, radius a =1cm, and number of turns N = 900…

Concept explainers

Capacitor

The capacitor is an element used to store electrical energy in the electrical field. A capacitor is a form of passive energy.

Question

A cylindrical long solenoid of length 2000 mm has 20 mm diameter.

If number of turns wounded on solenoid is 2000 turns what is value of inductance.

Expert Solution

This question has been solved!

Explore an expertly crafted, step-by-step solution for a thorough understanding of key concepts.

SEE SOLUTION Check out a sample Q&A here

Step 1

VIEW

Step 2

VIEW

Step by step

Solved in 2 steps with 2 images

SEE SOLUTION Check out a sample Q&A here

Knowledge Booster

Learn more about

Need a deep-dive on the concept behind this application? Look no further. Learn more about this topic, electrical-engineering and related others by exploring similar questions and additional content below.

Similar questions

Provide an analysis (for example graphs and explanation) of the differences between circular loops and rectangular loops, using the equation for inductance
An infinitely long coaxial cable has an inner and an outer conductor of radii "a" and "b"respectively. If the space between the conductors is filled with two different dielectrics ofdielectric costants ɛ1 and ɛ2 as shwon below, find the capacitance per unit length of this coaxialcable
As shown in the figure, there exists a non-uniform surface current density given as
Find the capacitance in picofarad between inner and outer curved conductor surfaces shown in the figure containing two dielectrics, εr1 = 4.9 and εr2 = 3.5. Here r1 = 39.4 mm, r2 = 64.4 mm, α1 = 19.7 degrees, α2 = 41.2 degrees and L = 158.6 mm.
the area of the following surface using differential surface in: (i). r – ϕ plane and (ii). θ - ϕ plane [Given: r = 0 to 10, 0 ≤ θ ≤ π, and 0 ≤ ϕ ≤ 2π]
In your own words and from your own understanding, avoid plagiarism or copying from the Course Material, distinguish or differentiate RESISTANCE, INDUCTANCE, and CAPACITANCE.
Determine the inductance per unit length of a coaxial cable with an inner radius a andouter radius b
Find the inductance per unit length of a very long solenoid with a unit length of N windings. The permeability of the core is μ.
I need a solution within 15 minutes Q1) By using Laplacian equation, prove that the potential difference of the spherical capacitor does not affect the capacitance value.
State and prove Gauss’ law for electrostatics. Show that the electric field intensity at a point close an infinite sheet of charge of surface charge density is σ is given by
The magnetic field intensities inside and outside of a long and smooth conductor with a cross section radius are as follows. Accordingly, find the current densities J inside and outside the conductor. (Hint: Use cylindrical coordinates)
Two ideal solenoids of radii R and 4⁢R , respectively, have n turns per meter, and each carries a current of I. Both currents flow in the same direction. The small‑radius solenoid is placed inside the large-radius solenoid so that their axes of symmetry are parallel and separated by a distance d=2⁢R . Neglecting any magnetic screening effects, express the magnetic field strength on the axis of the small-radius solenoid analytically in terms of the quantities given and the magnetic permeability of a vacuum, μ0 .