A spherical ball of radiusR=0.5mwith a volume charge density ofρ=3mCm3sitting inside of it has a very thin shell covering its surface with a surface charge density ofσ=1.2mCm2on it as shown in the below diagram. a)Wha...
Step 1 Radius of ball r=17cm. Volume of ball V=43πr3 Diff. with respect to rView the full answer Step 2 Unlock Answer UnlockPrevious question Next question Transcribed image text: The radius of a spherical ball is measured at r=17 cm....
where r is the radius of the lower part of the ball and l is measured arc length. Details about the arc length method can be found in Supplementary Figs. 10 and 11. Overall, substituting Eq. (7) into Eq. (6), the final equation of the grip strength in the way of \(F = F\lef...
Server1 is configured to use SQL logging.You add a second NPS server named Server2.You need to ensure that Server2 has the same RADIUS authentication and logging settings as Server1.You export the NPS settings from Server1, and then import the settings to Server2.What should you do next ...
3(a), the maximum number of flux quanta that can be pinned at a spherical defect of radius r in a static state is n2=πr2π(d2)2×P=(2rd)2×P=πr2d2 (3) where r, d and P is the radius of defects, the distance between quantum fluxes pinned at the volume defect of which...
A linear model based on the spherical coordinate system is employed for fitting a spherical surface to a data set obtained by a coordinate measuring machine (CMM). In practice, measurement data may have unequal accuracy on the different coordinate axes, thus a liner model with heteroscedastic vari...
Measured spherical radius of curvature r of the above parameters can be used a, the function c, L Fig. 直接测量a,L,利用计算机软件测量c,可测量出被测球面曲率半径r. Direct measurement of a, L, using computer software to measure c, measure out the measured radius of curvature of spherical r...
If we define the radius of the sphere to be 𝑟𝑝rp, the radial position of the sphere to be 𝑟𝑠rs, and the radial position of the cylindrical plane to be 𝑟r, the cylindrical plane intersects the sphere; that is, it cuts through the sphere or is inside the sphere when: max...
that a slice of sample placed in the path of a converging spherical wave produces the optical Fourier transform of the part of the object intersected by the wavefront [30], it is possible to intuitively relate the local object properties to the modification of intensity in the focal plane. ...
The dimples are sized to receive a substantial portion of a finger tip of a user so as to permit the easier grasping of the ball. The dimples are spaced apart and sized so that upon grasping the ball a given fingertip substantially occludes only a single dimple. For a spherical ball the...