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V2 D2 60° Rx Ry D, A segment of the carotid artery (as shown) has an inlet velocity V1 = 50 cm/s and diameter of D1 = 1.5 cm. The outlet of the segment has a diameter D2 = 1.1 cm. The pressure at the inlet p1 = 110 mmHg and the pressure at the outlet p2 = 95 mmHg. The blood density is 1.050 g/cm³. Ignoring the mass of blood within the segment, calculate the reaction force Ry required to support this segment of the vessel. Give your answer in dynes ( 1 dyne = 1x105 N).

V2 D2 60° Rx Ry D, A segment of the carotid artery (as shown) has an inlet velocity V1 = 50 cm/s and diameter of D1 = 1.5 cm. The outlet of the segment has a diameter D2 = 1.1 cm. The pressure at the inlet p1 = 110 mmHg and the pressure at the outlet p2 = 95 mmHg. The blood density is 1.050 g/cm³. Ignoring the mass of blood within the segment, calculate the reaction force Ry required to support this segment of the vessel. Give your answer in dynes ( 1 dyne = 1x105 N).

Elements Of Electromagnetics
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
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V2 D2 Y 60° X Rx Ry 不 D, A segment of the carotid artery (as shown) has an inlet velocity V1 = 50 cm/s and diameter of D1 = 1.5 cm. The outlet of the segment has a diameter D2 = 1.1 cm. The pressure at the inlet p1 = 110 mmHg and the pressure at the outlet p2 = 95 mmHg. The blood density is 1.050 g/cm³. Ignoring the mass of blood within the segment, calculate the reaction force Ry required to support this segment of the vessel. Give your answer in dynes (1 dyne = 1x105 N).
Transcribed Image Text:V2 D2 Y 60° X Rx Ry 不 D, A segment of the carotid artery (as shown) has an inlet velocity V1 = 50 cm/s and diameter of D1 = 1.5 cm. The outlet of the segment has a diameter D2 = 1.1 cm. The pressure at the inlet p1 = 110 mmHg and the pressure at the outlet p2 = 95 mmHg. The blood density is 1.050 g/cm³. Ignoring the mass of blood within the segment, calculate the reaction force Ry required to support this segment of the vessel. Give your answer in dynes (1 dyne = 1x105 N).
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