Suction Pressure at different orifices

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The discussion revolves around understanding suction pressure at different orifices connected to a vacuum pump operating at -600 mmHg. The main question is whether the pressure experienced by a porous membrane at each orifice will be the same or vary with orifice size. It is suggested that pressure is force per unit area, leading to confusion about whether it remains constant at -600 mmHg across different diameters. Additionally, the impact of replacing orifices with tubes of corresponding diameters on pressure and airflow is questioned, with a mention of using Bernoulli's equation for calculations. The inquiry seeks clarity on these concepts, emphasizing the need for expert guidance.
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Hello engineers,
I am struggling with this seemingly simple problem and I was hoping to get some directions. Please look at the attached figure. I have a small chamber with a tube (radius=3mm) that is connected to a vacuum pump. The pump operates at -600 mmHg. The chamber is filled with air at room temperature. The other surface of the chamber has 3 orifices with diameters 2, 4 and 6 mm. Assume that there is a a porous membrane on the other side of the chamber. Now:
What is the pressure at each of the orifices? Since pressure is force per unit area, I would think that the pressure (force per unit area) experienced by the porous membrane at each orifice will be the same. Is that right? Will it be -600 mmHg. Or will it vary depending on the orifice size?

Further, if the orifices are replaced by tubes with diameters corresponding to the respective orifices they replaced, what (if anything ) will change? I think we can perhaps calculate the air pressure and velocity in each pipe using Bernoulli equation. For pipe with 2 mm diameter, the pressure will smaller.
Is this correct? Please help me understand this correctly.
I appreciate any response in advance.
 

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