A 10.6 kV/m electric field is used to inject a sample onto a 66.4 cm long capillary that has a diameter of 50 μm. The sample has an apparent mobility of 5.32×10−8 m2/(V⋅s) and a conductivity that is 1/15 of the conductivity of the buffer. How long must the electric field be applied to inject a sample that is 2.19% of the length of the capillary?

A 10.6 kV/m electric field is used to inject a sample onto a 66.4 cm long...
A 13.813.8 kV/m electric field is used to inject a sample onto a 52.852.8 cm long capillary that has a diameter of 50 μm. The sample has an apparent mobility of 2.57×10−8 m2/(V⋅s)2.57×10−8 m2/(V⋅s) and a conductivity that is 1/5 of the conductivity of the buffer. How long must the electric field be applied to inject a sample that is 3.263.26% of the length of the capillary? t=
14-51 The solenoid used in an MRI scanner is 2 m long and 90 cm in diameter. It is wound froma copper wire 1.4 mm in diameter, with adjacent turns separated by an insulating layer of varnish with negligible thickness. See example 26.10 of your textbook. 4. Find the current that will produce a 0.5 Find the voltage that needs to be applied to generate this current. Resistivity of the copper is 1.75 x 10 m. Hint: find the length...
A cylinder is 3 cm long and has a diameter of 4 mm. When an electric potential of 50 V is applied across the ends of the cylinder, it is found to dissipate 2 W of power. What is the resistivity of the material?
Two 1.8-g spheres are suspended by 21.0-cm-long light strings (see the figure). A uniform electric field is applied in the x-direction. If the spheres have charges of −6.0 ✕ 10−8 C and +6.0 ✕ 10−8 C, determine the electric field intensity that enables the spheres to be in equilibrium at θ = 20°. Charged spheres hang from the ends of each of two strings of identical length. The tops of each string are connected to a single attachment point on...