Utilizing the same bottle, determine the average velocity of the fluid flowing through the water using the formula Q = C¿A¿V¢ · "A" of tank Note: • Let Q = Volume / time. Use a beaker or measuring cup to determine the volume, then record the time until water "runs" out. Be careful, volume refers only to the amount of water above the orifice; "a" of orifice water below the orifice won't flow out. • Trials 1, 2, 3 = 100 ml, 500 ml, 1000 ml • Let Cd = average Cd obtained from the previous experiment. • At = area of orifice. Hence, only unknown is Vt; but in this case we'll call it average velocity because the formula Q = CaA¿V; applies only if the liquid head is constant. Compare your obtained V-ave with V-theoretical (sq. rt. of 2gh). Share your thoughts and explain. Show pictures and calculations.

Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
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2nd:
Utilizing the same bottle, determine the average
velocity of the fluid flowing through the water using
the formula Q = CqA¿V¢ ·
"A" of tank
Note:
Let Q = Volume / time. Use a beaker or measuring
cup to determine the volume, then record the time
"a" of orifice
until water "runs" out. Be careful, volume refers
only to the amount of water above the orifice;
water below the orifice won't flow out.
Trials 1, 2, 3 = 100 ml, 500 ml, 1000 ml
Let Cd = average Cd obtained from the previous
experiment.
At = area of orifice.
Hence, only unknown is Vt; but in this case we'll
call it average velocity because the formula Q =
CaA¿V¢ applies only if the liquid head is constant.
Compare your obtained V-ave with V-theoretical
(sq. rt. of 2gh). Share your thoughts and explain.
Show pictures and calculations.
Include the procedure/steps using your own words.
Transcribed Image Text:2nd: Utilizing the same bottle, determine the average velocity of the fluid flowing through the water using the formula Q = CqA¿V¢ · "A" of tank Note: Let Q = Volume / time. Use a beaker or measuring cup to determine the volume, then record the time "a" of orifice until water "runs" out. Be careful, volume refers only to the amount of water above the orifice; water below the orifice won't flow out. Trials 1, 2, 3 = 100 ml, 500 ml, 1000 ml Let Cd = average Cd obtained from the previous experiment. At = area of orifice. Hence, only unknown is Vt; but in this case we'll call it average velocity because the formula Q = CaA¿V¢ applies only if the liquid head is constant. Compare your obtained V-ave with V-theoretical (sq. rt. of 2gh). Share your thoughts and explain. Show pictures and calculations. Include the procedure/steps using your own words.
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