The aqueous humor circulates within the eye, flowing in at a constantrate Qin = 2 µl/min, and draining from the eye at Qout- At steady state,Qout = Qin: The eye also acts like an elastic vessel, in that its volume increasesif the intraocular pressure p increases. This is expressed byV = Cp(6.21)where V is the volume of the eye (normally about 4 cm³) and C is the com-pliance of the eye (approximately 3 µul/mmHg). Finally, the outflow rate Qoutequals p/R, where R is the (effectively constant) resistance to outflow (about4 mmHg min/ul).(a) Balancing mass, show that:dpP – Pss(6.22)dtRCwhere pss is the steady-state pressure in the eye, equal to RQin-(b) If you poke your eye and increase the pressure by an amountSp = 10 mmHg, how long does it take the pressure to return to within5% of its steady-state value?

The constant flow rate is Qin=2 μl/min. The increased pressure is δp=10 mmHg The expression of…

Answered: The aqueous humor circulates within the…

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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Water is being pumped the through one inch diameter piping arrangement to a higher elevation (5 meters up). Assume incompressible fluid conditions and some heat losses to the surroundings. At the inlet water pressure is 1 bar, temperature 15C, and volumetric flow rate is 0.02 m3/s. At the exit pressure is 2.2 bar, temperature is 10C and velocity of the stream is 40 m/s. Determine: a.Density of the inlet stream using NIST tables. b.Mass flow rate [kg/s] c.Determine h2 from known p2 and T2 using NIST tables d.Find heat rate removed from Q=m(h1-h2) Use Energy Balance Equation with enthalpy difference and in the units of kW to find pumping power in kW. NOTE: The heat is removed from the system, so it should be negative in your equation! show all steps please thanks
Water is being pumped the through one inch diameter piping arrangement to a higher elevation (5 meters up). Assume incompressible fluid conditions and some heat losses to the surroundings. At the inlet water pressure is 1 bar, temperature 15C, and volumetric flow rate is 0.02 m3/s. At the exit pressure is 2.2 bar, temperature is 10C and velocity of the stream is 40 m/s. Determine: a.Density of the inlet stream using NIST tables. b.Mass flow rate [kg/s] c.Determine h2 from known p2 and T2 using NIST tables d.Find heat rate removed from Q=m(h1-h2) Use Energy Balance Equation with enthalpy difference and in the units of kW to find pumping power in kW. NOTE: The heat is removed from the system, so it should be negative in your equation! show all steps please
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