Why are internal hard drives for desktop computers only manufactured in 3.5 inch format? Assuming all else is the same (same data density, number of platters, etc), a 5.25" hard drive would have 2.25x the surface area of a 3.5" hard drive. Therefore 2.25x the capacity.
Proof:
pi * (radius^2) = area of a circle
3.14 * (3.5 inches ^ 2) = 38.5 square inches
3.14 * (5.25 inches ^ 2) = 86.6 square inches
Other size hard drives are certainly possible. 2.5" and 1" drives are already being made for ipod, memory cards, etc.
Computer cases already have 5.25" bays for optical drives. Why not just use 5.25" bays for all drives? Should simplify designs and lower manufacturing costs.
Legacy formats can always be overcome. Witness the replacement of the 5.25" floppy by the 3.5" floppy, which will soon be dead itself.
Just a pondering another mystery of life.
Proof:
pi * (radius^2) = area of a circle
3.14 * (3.5 inches ^ 2) = 38.5 square inches
3.14 * (5.25 inches ^ 2) = 86.6 square inches
Other size hard drives are certainly possible. 2.5" and 1" drives are already being made for ipod, memory cards, etc.
Computer cases already have 5.25" bays for optical drives. Why not just use 5.25" bays for all drives? Should simplify designs and lower manufacturing costs.
Legacy formats can always be overcome. Witness the replacement of the 5.25" floppy by the 3.5" floppy, which will soon be dead itself.
Just a pondering another mystery of life.