Order #10893

The outside diameter of a concentric spherical electrode system is given as 28 cm. The system is the most suitable sized according to puncture. Puncture strength of gas between spherical layers, Ed = 88 kV / cm and the relative dielectric constant of the gas is r1 = 1                        a) Calculate the capacity of the system and the highest voltage at which the system can be punctured. what should be.                                                                                                          b) For U = 180 kV execution case, the maximum and minimum occurrence on the system electric field calculation addition? (Ɛ0 = 8,854x10-12 F / m)

a) Consider a space satellite. Answer the following questions. i) Define the term orbit as used in connection with satellites. ii) Satellites, when correctly set-up and functioning, tend to stay in their predefined orbit. Name the forces relevant to keeping a satellite in orbit and derive the related mathematical expressions.

i. calculate the number of points in surface A of the object. ii.  determine the total time required to scan all the 6 surfaces of the cube object.

Example (Line / surface / volume integration) Using the appropriate differential elements, show that (a.) the cirçumference,of a çircle of radius iş 2 (b.) the surface area of a sphere of radiuüs r, is 4 r2. the volume of a sphere of radius r, is (4/3) r?. (c.)

Please write all details and properties. I would much appreciate it a lot. Any property or remark, regardless of how insignificant, please include in the answer. Thank you very much.

Quiza/ Potential Sield Vs pns of, the paint p(3, 6:4) in3ree space Binatad the pateutial V. the Electricfield with direatin. electric lur density D) Volume charge deusity

The outer radius of a concentric spherical electrode system is given as 20 cm. The system is most suitable sized for perforation. The puncture strength of the gas between the spherical layers Ed=80 It is kV/cm and the relative dielectric constant of the gas is Ɛr1=1.a)- Calculate the capacity of the system and the highest voltage that can be applied to the system without rupture Please determine what should be. b)- Maximum and minimum occurring on the system for the case of U=100 kV application. Calculate the electric field values?         (Ɛ0=8,854x10-12 F/m)

23. Combining the equation for the convection current density and the equation relating the drift velocity and the electric field will yield:     the point form of Ohm's Law;     the equation relating the electron mobility and the mean time per collision;     the mathematical definition of current density;     (The answer cannot be found on the other choices.)

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a- what is the physicalmeaning of system instability? b- All other things being equal, is a system faster if its poles are closer to, or furthemore, from the origin? Briefly explain that with sketch.

Can you explain step by step on how to solve this and how to get the solution? I'm a bit lost   thank you!

The outer radius of a concentric spherical electrode system is given as 22 cm. The system is most suitable sized for perforation. The puncture strength of the gas between the spherical layers is Ed=82 kV/cm and the relative dielectric constant of the gas is Ɛr1=1. a)- Calculate the capacity of the system and the highest voltage that can be applied to the system without rupture Determine what should happen. b)- For the case of U=120 kV application, the maximum and minimum occurring on the system Calculate the electric field values?

Compute the thrust per unit area, beam power per unit area, exhaust speed, and current density for a one-dimensional accelerator which applies 10,000 volts across a 0.01-m gap to a beam of atomic xenon ions. Compare these results with a beam obtained using atomic lithium ions.

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Please show all work for a,b, & c.

2. a) Outer sphere radius of a concentric spherical electrode system is given to be 2-15 cm. Determine the maximum voltage that can safely be applied to the system if the dielectric strength of the insulation is E-30 kV/em. b) Determine the inner radius of the system in order to apply U-100 kV. e) Evaluate the system from the point of discharge phenomena (will there be a discharge, if so the type) for the inner radiuses of r-2 cm, n"=7 cm and r,"- 14 em.

In a 20-concentric spherical electrode system, the outer radius is 100 cm, the applied voltage is 50 kV, the puncture resistance of the insulator It Is 40KV/CM. Calculate the llmit values that the Inner radlus must take to avold puncture In the system. a) none b) 12.66 cm and 88.45 cmi c) 2.34 cm and 80.34 cm1 d) 0.55 cm and 93.44 cmı Leave it blank p1001102

Q: Uniformly eharged wire density A Clm with charge located on the the figure. is as shown i'n X- axis (0, 8) (-6,0) (6,0) Find the electrical field at point Co18). Remerk : wire lengt , is 12 meter. IS

3. In an actuator the 1 – i relationship is given below; 2g where g is the air gap length. For current i = 1A and g = 1m, determine the mechanical force on the moving part. a) Use the energy of the system. b) Use the co-energy of the system. c) Interpret if the system is linear or not.

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In a concentric spherical electrode system with an outer sphere radius of 20 cm (constant) and a rupture voltage of 150kV, the rupture field strength of the insulator in between is constant at 30kV / cm. Determine the limits of the inner sphere radius required to apply 100 kV to the system and interpret the discharge events occurring in the system on the puncture curve for r1 = 2 cm, 9 cm, 17 cm values.

An electric field is created in depletion region by the separation of positive and negative space charge densities. The magnitude of electric field increases with which one a.increasing number of positive and negative space charge densities. b.decreasing number of positive and negative space charge densities. c.None of them.

(50 pts.) We are building an aircraft window using a piece of round glass. The glass density is 5000 kg/m³, which is a constant. We measured the radius and thickness using the same instrument. The radius measures r = 0.1m, and the fractional error is e,=1%. The thickness measures h = 0.01m, and the fractional error is e,=2%. Estimate the fractional error of the weight. (hint: use the absolute fractional error method.)