The electronic components of a computer are cooled by air flowing through a fan mounted at the inlet of the electronics enclosure. At steady state, air enters at $22\mathrm{.}7$

C and $100$ kPa. For noise control, the velocity of the entering air cannot exceed $1\mathrm{.}58$ m$/$s$.$ For temperature control, the temperature of the air at the exit cannot exceed $34$

$.$ The electronics use $84\mathrm{.}7$ W of power and the fan uses $17\mathrm{.}8$ W $($assume that the power dissipated by the electronics is released in the form of heat$).$ Assume that the velocity of the air is constant while flowing through the enclosure. You may also assume a constant specific heat around room temperature. Determine the minimum fan inlet diameter