Sparky needs to design a device that accelerates air in order to keep some the inflatable eagle fully inflated for some university events. The velocity through the device (V) is linear (ax + b, where a and b are constants). Since the inflatable is used on top of the ski/tubing run at Snowflex the wind velocity entering the device at x1 of 0 (V1) is 10 m/sec. Sparky needs the velocity at the exit of the 1 m-long (x2) device to be 25 m/sec (V2). For force calculations Sparky needs to know the local acceleration, convective acceleration, and total acceleration at the device inlet (x1 = 0 m) and exit (x2 = 1 m). What are these values?
Sparky needs to design a device that accelerates air in order to keep some the inflatable eagle fully inflated for some university events. The velocity through the device (V) is linear (ax + b, where a and b are constants). Since the inflatable is used on top of the ski/tubing run at Snowflex the wind velocity entering the device at x1 of 0 (V1) is 10 m/sec. Sparky needs the velocity at the exit of the 1 m-long (x2) device to be 25 m/sec (V2). For force calculations Sparky needs to know the local acceleration, convective acceleration, and total acceleration at the device inlet (x1 = 0 m) and exit (x2 = 1 m). What are these values?
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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Sparky needs to design a device that accelerates air in order to keep some the inflatable eagle fully inflated for some university events. The velocity through the device (V) is linear (ax + b, where a and b are constants). Since the inflatable is used on top of the ski/tubing run at Snowflex the wind velocity entering the device at x1 of 0 (V1) is 10 m/sec. Sparky needs the velocity at the exit of the 1 m-long (x2) device to be 25 m/sec (V2). For force calculations Sparky needs to know the local acceleration, convective acceleration, and total acceleration at the device inlet (x1 = 0 m) and exit (x2 = 1 m). What are these values?
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