Required intormationH In a certain medical application, water at room temperature and pressure flows through a rectangular channel of length L = 22 cm, width s = 2.6 cm, and gap thickness b= 0.3 mm as shown in the diagram below. The volume flow rate is sinusoidal with amplitude Q = 0.50 mL/s and frequency f = 20 Hz, ie., Q = Q sin (2TTft ). Assume that v = 1 x 10-6 m2/s and u = 0,001 Pa-s.

Elements Of Electromagnetics
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ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
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In a certain medical application, water at room temperature and pressure flows through a rectangular channel of length L =
22 cm, width s = 2.6 cm, and gap thickness b = 0.3 mm as shown in the diagram below. The volume flow rate is sinusoidal
sin (2T1ft ). Assume that v = 1 x 10-6 m2/s and u =
with amplitude Q = 0.50 mL/s and frequency f = 20 Hz, ie., Q =
0.001 Pa-s.
Use the given numbers to estimate the wall shear amplitude, îw, in Pa.
The wall shear amplitude is
Pa.
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Transcribed Image Text:Required information In a certain medical application, water at room temperature and pressure flows through a rectangular channel of length L = 22 cm, width s = 2.6 cm, and gap thickness b = 0.3 mm as shown in the diagram below. The volume flow rate is sinusoidal sin (2T1ft ). Assume that v = 1 x 10-6 m2/s and u = with amplitude Q = 0.50 mL/s and frequency f = 20 Hz, ie., Q = 0.001 Pa-s. Use the given numbers to estimate the wall shear amplitude, îw, in Pa. The wall shear amplitude is Pa. Prev 17 of 17 Next
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