Two streams containing a mixture of methanol and water are to be
distilled in a distillation column
operating at 1 atm. The first stream enters the column closer to
the top as a saturated liquid at 73
°C, with a flow rate of 55 kmol/h. The second stream enters the
column at the temperature of 90°C
closer to the bottom, with a flow rate of 40 kmol/h, at the
concentration of 30 mol% methanol. The
bottoms stream leaving the reboiler contains 4 mol % methanol and
the distillate contains 90 mol
% methanol. The vapour is generated at the bottom of the column in
an external reboiler and the
column has a total condenser.+
a) Draw the flowchart of the process and
determine the flow rates of the distillate and bottoms
streams.
b) Show all the calculations required to determine
all the operating lines for a reflux ratio of 2.
Plot all the operating lines.
c) Determine the minimum reflux ratio.
In: Other
A fuel gas mixture has the following volumetric analysis:
CH4= 75.5, C2H4=24.5
Calculate the dry-gas analysis for complete combustion with dry air if 20 percent in excess.
In: Other
Consider a regenerative vapor power cycle with two feedwater heaters, a closed one and an open one, and reheat. Steam enters the first turbine stage at 12 MPa, 480°C, and expands to 2 MPa. Some steam is extracted at 2 MPa and fed to the closed feedwater heater. The remainder is reheated at 2 MPa to 440°C and then expands through the second-stage turbine to 0.3 MPa, where an additional amount is extracted and fed into the open feedwater heater operating at 0.3 MPa.
The steam expanding through the third-stage turbine exits at the condenser pressure of 20 kPa. Feedwater leaves the closed heater at 210°C, 12 MPa, and condensate exiting as saturated liquid at 2 MPa is trapped into the open feedwater heater. Saturated liquid at 0.3 MPa leaves the open feedwater heater. Assume all pumps and turbine stages operate isentropically.
Determine for the cycle:
(a) the heat transfer to the working fluid passing through the
steam generator, in kJ per kg of steam entering the turbine.
(b) the percent thermal efficiency.
(c) the heat transfer from the working fluid passing through the
condenser to the cooling water, in kJ per kg of steam entering the
first-stage turbine.
In: Other
In: Other
Analyze in details on how does Annealing affect metal properties?
material engineering
In: Other
Reactor Systems and Separation Systems
In: Other
Discuss the effects of European mountain ranges in the creation of Foehn winds?
In: Other
ACME Incorporated has built a factory 1 kilometer upwind of your home. It is a coal power plant that emits carbon monoxide (CO) at a rate of 500 kilograms per second.
Discussion Question 1
What will the concentration of CO be outside your home be if the factory emits CO at the rate given above, your home is 1 km downwind of the factory, the wind speed is 3 meters per second, and the atmospheric stability is slightly stable? Report in units of kg/ m3. To calculate this concentration, use the simplified Gaussian Plume Equation:
C= QU × 12πσyσz
Where:
We can estimate sy and sz as:
sy = ax0.893 sz = cxd – f
Where:
a |
c |
d |
f |
|
Very unstable |
213 |
440.8 |
1.941 |
-9.27 |
Unstable |
156 |
106.6 |
1.149 |
-3.3 |
Slightly unstable |
104 |
61 |
0.911 |
0.0 |
Neutral |
68 |
33.2 |
0.725 |
1.7 |
Slightly stable |
50.5 |
22.8 |
0.678 |
1.3 |
stable |
34 |
14.35 |
0.741 |
0.35 |
Discussion Question 2
Does this concentration violate the 8-hour NAAQS standard for CO (9 ppm)? Note that you need to convert units from kg/m3 to ppm to answer this.
***Hints***
1 kg = 1000 g
The molar mass of CO is 22.01 g/mol
Avogadro’s number is 6.02*1023 molecules/mol
Assuming standard conditions of T=298 Kelvins and P = 1 atm, there are 2.46 *1022 molecules/L of air
1000L = 1 m3
To get units in ppm, do: (# of molecules of CO)/(# of molecules of air) *106
In: Other
Q35 : |
A summing that Vaq = 50 mL and a partition coefficient of KD = 4, calculate the fraction of the solute that remains in the aqueous phase after four extractions using 25 mL of organic solvent for each extraction. |
||
A. |
0.12 |
B. |
0.033 |
C. |
0.012 |
D. |
0.33 |
Q36 : |
What is the major problem in settlers? |
||
A. |
The two phases may not be visible |
B. |
The size of dispersed particles can be large |
C. |
Colour of the two phases may be same |
D. |
Emulsification in the mixing wheel |
Q37 : |
In fractional distillation, a mixture of liquids is separated based on their: |
||
A. |
Density |
B. |
Chemical composition |
C. |
Boiling point |
D. |
Solubility |
Q38 : |
What happens at equilibrium during sublimation? |
||
A. |
Vapor pressure of solid is equal to partial pressure of solute in liquid |
B. |
Vapor pressure of solid is equal to partial pressure of solute in gas |
C. |
Vapor pressure of liquid is equal to solid |
D. |
Vapor pressure of solid is equal to vapor pressure of gas |
Q39 : |
Which type of liquid-liquid extraction is efficient: |
||
A. |
Multistage cross current |
B. |
Single stage |
C. |
Multistage counter current |
D. |
Multistage co current |
Q40 : |
Example of filter for continuous mode of filtration |
||
A. |
Tubular |
B. |
Rotary vacuum |
C. |
Plate and frame |
D. |
Spiral wound |
In: Other
In: Other
In: Other
In a system A-B-C, a ternary alloy of composition 30wt% B and 30 wt % C consists at a particular temperature of three phases of equilibrium compositions as follows:
Liquid phase: 50% A, 40% B, 10% C
Alpha solid solution: 85% A, 10% B, 5% C
Beta Solid solution:10% A, 20% B, 70% C
(a) Calculate the proportions by weight of liquid, Alpha, and Beta present in this alloy.
(b) For the same temperature, deduce the composition of the alloy consisting of equal proportions of Alpha and Beta phases of the compositions stated above, but with no liquid phase.
In: Other
Using cross sections, sketch, label, and explain the setting for a cold front and warm front. In addition, sketch, label, and explain the setting for a stationary front.
In: Other
Please consider a poorly insulated compressor that was in need
of maintenance. The compressor consumed 1.00 kW and took in R-22 at
-15 C and 1 bar. The R-22 exited at 10 bar. Irreversibilities
within the compressor generated entropy at the rate of 0.100
kJ/kg-K. The compressor leaked heat at the rate of 8.19 kJ/kg at an
effective temperature of 300 K.
a. Please take the Compressor as the system and make a sketch.
Also, please use this space to keep a list of the assumptions you
make while addressing Parts b-g of this problem.
b. What type of system is the compressor? Please use a sentence or two to explain.
c. Please write and reduce the Mass Rate Balance (Eq. 4.2) for the system.
d. Please write and reduce the Energy Rate Balance (Eq. 4.15) for the system.
e. Please write and reduce the Entropy Rate Balance (Eq. 6.34) for the system.
f. Please determine Te in C
g. Please determine ?̇ in kg/sec.
In: Other
In: Other