✔ 最佳答案
Discharge G=8 T/hr of oil relative density q=0.9, through a d=0.05m
pipe into a circular storage tank of D=2.3m diameter.
a) velocity V = ? in the 0.050 m pipe.
Eequation of flow rate
G = q*Ap*V = q * π/4 *d^2 * V
V = 4G/πq*d^2
= 4*8*1000 (kg/hr) / π* 900 (kg/m^3) * 0.05^2 (m^2)
= 4527 (m/hr)
b) Rate = ? (m/hour) the level is rising in the tank.
Equation of Capacity:
Q = G / q
= 8000 (kg/hr) / 900 (kg/m^3)
= 80/9 (m^3/hr)
Rate = Q / At (m/hr)
= Q / (πD^2)/4
= 4Q / πD^2
= 4*80/9π * 2.3^2
= 2.14 (m/hr)
c) The time taken to fill the tank to a depth of h=5m
Rate equation:
t = h / Rate (hr)
= 5 / 2.14
= 2.37 hr