Two spherical shape container with diameter of 6 feet are connected to each other by means of a short pipe with valve closed. Each container contains helium gas at 80°F, one contains 3.75 pounds and the other one contain 1.25 pounds. If the valve is opened. calculate the resulting pressure of mixture.

Two spherical shape container with diameter of 6 feet are connected to each other by means of a short pipe with valve closed. Each container contains helium gas at 80°F, one contains 3.75 pounds and the other one contain 1.25 pounds. If the valve is opened. calculate the resulting pressure of mixture.

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

See similar textbooks

Similar questions

Visualize a fluid in a cylindrical tank of uniform cross sectional area sitting on the floor. As the elevation from the floor increases, the observed pressure at that point. increases decreases remains the same cannot be determined
Hello. Our instructor solved this question and subtracted the product of water's height and specific weight from the P1 pressure, as well as oil's. He didn't factor air pressure into the equation. What is the reason why we do not use open air pressure to solve the problem?
Due to the unavailability of mercury, a barometer was constructed using water in the closed column with a certain amount of oil on top to prevent the boiling of the water. Forstandard atmospheric pressure, what height of oil will be required and how high will the column of water be if the minimum pressure at the water-oil interface is to be 1 psia? Waterdensity is 62.4 lb/ft3; specific gravity of oil is 0.8
In a stationary fluid, The pressure inside the fluid with respect to the depth. O increases decreases equal O increases as well as decreases
Can someone please help me to solve the following question showing all work.
2. Water at standard atmospheric pressure and temperature fills a sealed, rigid container. If the temperature of the water is increased by 50°C, what is the pressure? Assume that the coefficients of compressibility and thermal expansion are constant and take on the values given in the notes/text
Water is contained in both sides of the cylinder system shown below and the valve is closed. If the pressure on the right hand side of the valve is 119.6 kPa, what is the height in tank B, i.e. what is hp 1? Assume that the atmospheric pressure is 100 kPa, the acceleration due to gravity is 9.807 m/s² and the density of water is 1000 kg/m³. A Po B ha,1=1.5 m Water Water hg,1 1.0 m 0.5 m Pval,left Pyal,right A) 1.0 m B) 1.5 m C) 2.0 m D) 2.5 m
The device shown is the buoyancy measurement device used to measure the liquid height change. A pressure sensor is installed at the bottom of the tank, and a force sensor is installed to measure the upward force on the horizontal lever. The distances to the pivot point from the force sensor and cylinder are X1 and X2, respectively. The reference pressure at the reference liquid height, h0, to the bottom of the cylinder is pref. (4) If the force measured by the force sensor is Fsensor = 7.53 N, X1 = 1.58 m, X2 = 0.17 m, the diameter of the cylinder is D = 0.05 m, and the specific weight of the liquid is γf = 8.70 kN/m3, calculate the liquid height difference, Δh, relative to the reference height h0. __________ m.
Due to unavailability of mercury, a barometer was constructed using water in the closed column with a certain amount of oil on top to prevent the boiling of the water. For standard atmospheric pressure, what height of oil will be required and how high will the column of water be if the minimum pressure at the water-oil interface is to be 1 psia? Water density is 62.4 lb/ft³; specific gravity of oil is 0.8.
Please show your complete solution. Thank you very much! A rectangular tank contains pressurized oxygen gas. The gage on the tank reads 34 kPA. To verify its pressure, a manometer is attached. Determine the manometer fluid in cm if the manometer fluid is water. (The density of water is 1,000 kg per cu.m.)