Medina, Althea Mae E.1. Find the volumes of fluid, in cubic cm,
in horizontal cylindrical tanks 50 cm in diameter with cylinder
lengths of 65 cm with ellipsoidal, guppy, spherical, and standard
ASME torispherical (f = 1, k = 0.06) heads, each head extending
beyond the ends of the cylinder 18 cm (except torispherical), for
fluid depths in the tanks of 15 cm 25 cm 35 cm Calculate four times
for each fluid depth for a conical, ellipsoidal, guppy, spherical,
and torispherical head.Ellipsoidal + Convex Spherical horizontal
cylindrical tankD = 50 cmR = 25 cmL = 65 cma = 18 cmFor h = 15 cm
For h = 25 cm D = 50 cmR = 25 cmL = 65 cma = 18 cmFor h = 35 cm
2. Design a horizontal process vessel with one head ellipsoidal
and the other convex spherical arc, that will hold 20 m3of a liquid
whose level is maintained at 1/3 of the diameter of the cylinder.
The ellipsoidal head has a minor axis equal to 1/3 of the major
axis. The radius of the spherical head is 1.25 times the cylinder
diameter. Cylinder Length is twice the diameter. Hint: The volume
of tanks with different heads can be computed by taking the average
of the volumes of two tanks with the same heads. A Trial and Error
solution may be used in the above bonus problem. (Try an initial
estimate based on internet/smart phone apps).Challenge: Find the
full volume of the following vertical tank.
