Calculate the electric field for all regions for a charged sphere. The sphere has a charge density ρv from R = 2 to 3. Calculate the electric field at all regions (R<2, 23).
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Calculate the electric field for all regions for a charged sphere. The sphere has a charge density ρv from R = 2 to 3. Calculate the electric field at all regions (R<2, 2<R<3 and R>3). Submit your response with the procedure in a picture or pdf file. Please include all your steps and be as clear as you can writing all your procedures. Remember to us words explaining your steps.
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- Positive charge Q is distributed uniformly along the x-axis from x=0 to x=a. A positive point charge q is located on the positive x-axis at x=a+r, a distance r to the right of the end of Q. (Figure 1) Part A Calculate the x-component of the electric field produced by the charge distribution Qat points on the positive x-axis where x>a. Express your answer in terms of the variables Q, a, x, r, and appropriate constants. Part B Calculate the y-component of the electric field produced by the charge distribution Q at points on the positive x-axis where x>a. Express your answer in terms of the variables Q, a, x, r, and appropriate constants. Part C Calculate the magnitude of the force that the charge distribution Q exerts on q. Express your answer in terms of the variables Q.Part D In what direction the charge distribution Q exerts force on q. In what direction the charge distribution exerts force on .to the left to the rightWhat Uniform Electric Field Strength must be developed across parallel conductive plates that are separated by 1 meter in order for a body of mass 1 microgram and charge +1 nC to transit the plate gap in 1 ms? See illustration below. 1m E=? H + T=1 ms 1 μg 1 nC Choose the best answer from the list below. Show your work per the problem solving rubric and submit in the following question. A. 1X105 N/C B. 2X106 N/C C. 3X10 N/C D. 4X108 N/C Guiding Questions: ▪ Determine the acceleration, a, needed to transit in time t. ▪ Determine the force, f, needed to generate acceleration a. ▪ Determine the Electric Field necessary to generate force f.Calculate the x-component of the electric field produced by the charge distribution Q at points on the positive x-axis. Positive charge Q is distributed uniformly along the positive y-axis between y = 0 and y = a. Anegative point charge -g lies on the positive x-axis, a distance z from the origin (the figure (Figure 1). Express your answer in terms of some or all of the variables Q. z, y, a, and constant k. ? Ex = a Calculate the y-component of the electric field produced by the charge di: Express your answer in terms of some or all of the variables Q. z. y. u. au vUIIaLas K- O I9 Ey = Calculate the x-component of the force that the charge distribution Q exerts on q. Express your answer in terms of some or all of the variables Q. z, y. a, and constant k. ΑΣΦ ? F; = Calculate the y-component of the force that the charge distrībution Q exerts on g. Express your answer in terms of some or all of the variables Q. z. y. a. and constant k VO JAZO O I9 ? F; =
- Figure 1 of 1 What is the electric field at point 1 in (Figure 1)? Assume that a = 2.0 cm, b = 1.0 cm, and q = 5.0 nC. Enter the z and y components of the electric field in newtons per coulomb separated by a comma. ΫΠ ΑΣΦ Ez. Ely= Submit Part B Ezz, E2y = What is the electric field at point 2 in (Figure 1)? Enter the z and y components of the electric field in newtons per coulomb separated by a comma. Submit Part C Request Answer E32, E3y = {ΠΙΑΣΦΗ Request Answer ? —| ΑΣΦ N/C What is the electric field at point 3 in (Figure 1)? Enter the z and y components of the electric field in newtons per coulomb separated by a comma. ? N/C N/C ReviewFind the electric field a distance z above the end of a wire (length L) carrying a uniform line charge lambda. Please note the field point is NOT IN FRONT of the wire! It is a distance radially outward from the end of the wire! Please list the first four steps to solve these types of problems diligently. Use metacognition, i.e. think about what you do and scrutinize your result for feasibility.Charge is distributed throughout a spherical shell of inner radius r₁ and outer radius r2 with a volume density given by p= Pori/r, where po is a constant. Following the next few steps outlined, determine the electric field due to this charge as a function of r, the distance from the center of the shell. Hint a. Let's start from outside-in. For a spherical Gaussian surface of radius r > r2, how much charge is enclosed inside this Gaussian surface? Hint for finding total charge Because the charge density is a function of r, rather than being able to multiply the charge density by the volume, row you need to integrate over the volume. The amount of charge in a spherical shell of radius r and thickness dr is p(r). 4tr²dr; integrate this from r = r₁ to r = r₂ to obtain the total amount of charge. Qencl= (Answer in terms of given quantities, po, 71, 72, and physical constants ke and/or Eo. Use underscore ("") for subscripts, and spell out Greek letters.) b. What is the electric field as a…
- Explain, giving detailed steps, how you would determine the electric field vector at point P. Give an expression for the electric field vector at point P if |g |= 0.1 nC and a = 0.01 metre.part 1 of 2 Consider the field due to a uniformly charged disk of radius R. and charge Q. Along the symmetry axis at distance z from the cen- ter, the field has been written in following forms. where Eexact = Eo E₁ Eo part 2 of 2 2 R² + z² (1-7) (Q/A) 280 Eo = To compare the accuracy of different ap- proximations it is convenient to work with the normalized difference to be specified below. The nth order smallness is charac- terized by e" and € = with being the R smallness parameter. In general the nth or- der term takes the form Ce", where C is some finite constant (e.g 0.1 < C < 10). Eexact - E1| For the normalized difference Eo identify the correct choice among the follow- ing |E1 - Eo For the normalized difference Eo identify the correct choice among the follow- ing 1. 2. €³ 3. €2 4. € 1. € 2. €³ 3. €² 4. €4Charge is distributed throughout a spherical shell of inner radius ₁ and outer radius r2 with a volume density given by p= Por1/r, where po is a constant. Following the next few steps outlined, determine the electric field due to this charge as a function of r, the distance from the center of the shell. Hint a. Let's start from outside-in. For a spherical Gaussian surface of radius r>r2, how much charge is enclosed inside this Gaussian surface? Hint for finding total charge Qencl (Answer in terms of given quantities, po, r1, 72, and physical constants ke and/or Eo. Use underscore ("_") for subscripts, and spell out Greek letters.) b. What is the electric field as a function of r for distances greater than r₂? Finish the application of Gauss's Law to find the electric field as a function of distance. E(r> r₂) c. Now let's work on the "mantle" layer, r₁Figure shows five closed surfaces that surround various charges in a plane, as indicated. Part A Determine the electric flx through each surface, S. S, S3. S, and S, The surfaces are flat "pillbox surfaces that extend only slightly above and below the plane Express your answers in terms of the variable Q and appropriate constants. Enter your answers separated by commas. Figure Submit 1 of 1 Provide Fecgback Next> +20 Is ts P Pearson Convright O 2022 Pearson Education Inc. All nights reserved.I Terms.of Use i Privacy Policy I Permissions I Contact us ICharge is distributed throughout a spherical volume of radius R with a density p = ar², where a is a constant (of unit C/m³, in case it matters). Determine the electric field due to the charge at points both inside and outside the sphere, following the next few steps outlined. Hint a. Determine the total amount of charge in the sphere. Hint for finding total charge Qencl = (Answer in terms of given quantities, a, R, and physical constants ke and/or Eg. Use underscore ("_") for subscripts, and spell out Greek letters.) b. What is the electric field outside the sphere? E(r> R) = c. What is the electric field inside the sphere? Hint for E within sphere #3 Question Help: Message instructor E(r < R) = Submit Question E с $ 4 R G Search or type URL % 5 T ^ MacBook Pro 6 Y & 7 U * 8 9 0 0A sphere of radius R has total charge Q. The volume charge density (C/m') within the sphere is p(r) = C/r² , where C is a constant to be determined. 1. Use the expression to find a magnitude of an electric field strenght E : a) inside the sphere (rSEE MORE QUESTIONSRecommended textbooks for youCollege PhysicsPhysicsISBN:9781305952300Author:Raymond A. Serway, Chris VuillePublisher:Cengage LearningUniversity Physics (14th Edition)PhysicsISBN:9780133969290Author:Hugh D. Young, Roger A. 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