Chapter 33, Problem 023 Someone plans to float a small, totally absorbing sphere 0.522 m above...
Chapter 33, Problem 023 Someone plans to float a small, totally absorbing sphere 0.514 m above an isotropic point source of light, so that the upward radiation force from the light matches the downward gravitational force on the sphere. The sphere's density is 21.4 g/cm3, and its radius is 2.08 mm. (a) What power would be required of the light source? (b) Even if such a source were made, would the support of the sphere be unstable? Assume that the...
Someone plans to float a small, totally absorbing sphere 0.532 m above an isotropic point source of light, so that the upward radiation force from the light matches the downward gravitational force on the sphere. The sphere's density is 20.8 g/cm3, and its radius is 2.34 mm. (a) What power would be required of the light source? (b) Even if such a source were made, would the support of the sphere be unstable? Assume that the speed of light is...
1) One plans to float a small, totally absorbing sphere at a distance of d above an isotrophic point source of light, such that the upward radiation force from the light balances with the downward gravitational force on the sphere. the density of the sphere is p and the radius of the sphere is r. What power of P by the light source to accomplish this?