there are two tanks which are volume of first tank is 200gal and second one is...
there are two tanks which are volume of first tank is 200gal and second one is 100gal.
concentraion of first on is 0.4lb/gal and second one is 0.2lb/gal.
4GPM of pure water is coming into first tank and it is perfect mixing.
4GPM of perfect mixed water is going out to second tank and mixed then going out again...
then how can I make equation in this situation?
Homework Answers
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there are two tanks which are volume of first tank is 200gal and
second one is...
B. Set up a system of equations for the following situation and then use MATLAB to solve the system Tank A contains 50 gallons of water in which 25 pounds of salt are dissolved. A second tank, B, con...
B. Set up a system of equations for the following situation and then use MATLAB to solve the system Tank A contains 50 gallons of water in which 25 pounds of salt are dissolved. A second tank, B, contains 50 gallons of pure water. Liquid is pumped in and out of the tanks at the rates shown in Figure 8.9. Derive the differential equations taerihe themuunds and B, respectively d tm in tanks A mixture pure water 3 gal/min 1...
15. Consider a two tank system pictured below. Suppose tank A contains 100 gallons of water in which 120 pounds of salt are dissolved initially. Suppose tank B has 100 gallons of water in which zero...
15. Consider a two tank system pictured below. Suppose tank A contains 100 gallons of water in which 120 pounds of salt are dissolved initially. Suppose tank B has 100 gallons of water in which zero pounds of salt are dissolved initially. Liquid is pumped into and out of the tanks as indicated in the figure; the mixture exchanged between the two tanks and the liquid pumped out of tank B are assumed to be well mixed. How many pounds...
Consider two brine tanks. Tank Ti is filled with 30 gal pure water, and tank T2...
Consider two brine tanks. Tank Ti is filled with 30 gal pure water, and tank T2 with 10 gal water containing 4 lb salt. • Ti is filled with 3 gal/min water containing 3 lb/gal salt. • 11 gal/min well-mixed solution flows out of Tj into T2 • 8 gal/min well-mixed solution flows out of T2 into Ti. • Finally, 3 gal/min well-mixed solution is leaving T2. Let yi(t) be the amount of salt (in lb) in tank Ti after...
Consider two brine tanks connected as shown in figure I below. Tank 1 contains xit) pounds...
Consider two brine tanks connected as shown in figure I below. Tank 1 contains xit) pounds of salt in 100 wal of brine and tank 2 contains vit) pounds of salt in 200 gal of brine. The brine in each tank is kept uniform by stirring, and brine is pumped from each tank to the other at the rates indicated in figure 1. In addition, fresh water flows into tank 1 at 20 gal/min, and the brine in tank 2...
differential equations please solve fast 4.)(25 points) Consider two tanks, labeled tank A and tank B. Tank A conta...
differential equations please solve fast
4.)(25 points) Consider two tanks, labeled tank A and tank B. Tank A contains 100 gallons of solution in which is dissolved 20 lbs of salt. Tank B contains 200 gal of solution in which is dissolved 40 lbs of salt. Pure water flows into tank A at a rate of 5 gal/min. A drain at the bottom of Tank A allows the solution to leave at a rate of 5 gal/min and flow directly...
i.) set up the differential equation that models the problem; ii.) solve the equation and write...
i.) set up the differential equation that models the
problem;
ii.) solve the equation and write up details of the
solution;
iii.) use it answer the questions asked;
iv.) write a software program that sketches a graph of the
solution;
v.) determine the limiting behavior of the modeled
system.
Problem 3. Two aquariums each contain 100 gal of water with 3 gm of an impurity. The tanks are connected in sequence; clean water flows into the first tank at a...
Two well insulated tanks of oxygen are connected together. The first tank has a volume of...
Two well insulated tanks of oxygen are connected together. The first tank has a volume of 16.8 L and starts off with the gas at pressure 1.75 atm and a temperature of 300K. The second tank has a volume of 22.4, but its gas starts off with a pressure of 2.25 atm at a temperature of 450K. When the valve is opened between the two tanks, what is the final temperature and pressure of the combined gas?
A. There are many methods for solving systems of differential equations using MATLAB. Here is a l...
A. There are many methods for solving systems of differential equations using MATLAB. Here is a link to information regarding one method. B. Set up a system of equations for the following situation and then use MATLAB to solve the system. Tank A contains 50 gallons of water in which 25 pounds of salt are dissolved. A second tank, B, contains 50 gallons of pure water. Liquid is pumped in and out of the tanks at the rates shown in...
please do 1,2,3 Consider two tanks in series. Water flows into the first tank at a rate controlled by a control v...
please do 1,2,3
Consider two tanks in series. Water flows into the first tank at a rate controlled by a control valve. The height of water in each tank is measured by a transducer at the bottom of the tank. The time constant for these transducers is 5 msec. These heights are sent to a Pl controller that outputs a voltage to the control valve. (You may assume the control ler simply outputs a flowrate.) The flowrate out of each...
1. Consider the following figure below that shows two brine tanks r galmin fresh water Tank 1 ank...
1. Consider the following figure below that shows two brine tanks r galmin fresh water Tank 1 anks 2 containing and V, gallons of brine respectively. Fresh water flows into tank 1, while mixed brine flows from tank l into tank 2· Let x(1) denote the amount (in pounds) ofsalt in tank i at time for i-1,2. Ifeach flow rate is r gallons per minute, then a simple account of salt concentration yields the first-order system where 1,2 If V-50,...
B. Set up a system of equations for the following situation and then use MATLAB to solve the system Tank A contains 50 gallons of water in which 25 pounds of salt are dissolved. A second tank, B, contains 50 gallons of pure water. Liquid is pumped in and out of the tanks at the rates shown in Figure 8.9. Derive the differential equations taerihe themuunds and B, respectively d tm in tanks A mixture pure water 3 gal/min 1...
15. Consider a two tank system pictured below. Suppose tank A contains 100 gallons of water in which 120 pounds of salt are dissolved initially. Suppose tank B has 100 gallons of water in which zero pounds of salt are dissolved initially. Liquid is pumped into and out of the tanks as indicated in the figure; the mixture exchanged between the two tanks and the liquid pumped out of tank B are assumed to be well mixed. How many pounds...
Consider two brine tanks. Tank Ti is filled with 30 gal pure water, and tank T2 with 10 gal water containing 4 lb salt. • Ti is filled with 3 gal/min water containing 3 lb/gal salt. • 11 gal/min well-mixed solution flows out of Tj into T2 • 8 gal/min well-mixed solution flows out of T2 into Ti. • Finally, 3 gal/min well-mixed solution is leaving T2. Let yi(t) be the amount of salt (in lb) in tank Ti after...
Consider two brine tanks connected as shown in figure I below. Tank 1 contains xit) pounds of salt in 100 wal of brine and tank 2 contains vit) pounds of salt in 200 gal of brine. The brine in each tank is kept uniform by stirring, and brine is pumped from each tank to the other at the rates indicated in figure 1. In addition, fresh water flows into tank 1 at 20 gal/min, and the brine in tank 2...
differential equations please solve fast
4.)(25 points) Consider two tanks, labeled tank A and tank B. Tank A contains 100 gallons of solution in which is dissolved 20 lbs of salt. Tank B contains 200 gal of solution in which is dissolved 40 lbs of salt. Pure water flows into tank A at a rate of 5 gal/min. A drain at the bottom of Tank A allows the solution to leave at a rate of 5 gal/min and flow directly...
i.) set up the differential equation that models the
problem;
ii.) solve the equation and write up details of the
solution;
iii.) use it answer the questions asked;
iv.) write a software program that sketches a graph of the
solution;
v.) determine the limiting behavior of the modeled
system.
Problem 3. Two aquariums each contain 100 gal of water with 3 gm of an impurity. The tanks are connected in sequence; clean water flows into the first tank at a...
A. There are many methods for solving systems of differential equations using MATLAB. Here is a link to information regarding one method. B. Set up a system of equations for the following situation and then use MATLAB to solve the system. Tank A contains 50 gallons of water in which 25 pounds of salt are dissolved. A second tank, B, contains 50 gallons of pure water. Liquid is pumped in and out of the tanks at the rates shown in...
please do 1,2,3
Consider two tanks in series. Water flows into the first tank at a rate controlled by a control valve. The height of water in each tank is measured by a transducer at the bottom of the tank. The time constant for these transducers is 5 msec. These heights are sent to a Pl controller that outputs a voltage to the control valve. (You may assume the control ler simply outputs a flowrate.) The flowrate out of each...
1. Consider the following figure below that shows two brine tanks r galmin fresh water Tank 1 anks 2 containing and V, gallons of brine respectively. Fresh water flows into tank 1, while mixed brine flows from tank l into tank 2· Let x(1) denote the amount (in pounds) ofsalt in tank i at time for i-1,2. Ifeach flow rate is r gallons per minute, then a simple account of salt concentration yields the first-order system where 1,2 If V-50,...
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