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A baghouse filter has to treat 12 m3/s of waste gas continuously. The baghouse is to be divided into 5 sections of equal cloth area such that one section can be shut down for cleaning and/or repairing, while the other 4 sections continue to operate. An air-to-cloth ratio of 6.0 m3/min-m' cloth will provide sufficient treatment to the gas. The individual bags are of 32 cm in diameter and 5 m in length. The total number of bags (in integer) required in the baghouse is ____________.
Correct answer is '30'. Can you explain this answer?
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A baghouse filter has to treat 12 m3/s of waste gas continuously. The...
Discharge (Q) = 12 m3/sec
Total area of filter required = 
= 120 m2
= 120 m2Surface area of each bag = πDL = 3.14 × 0.32 × 5 = 5.626 m2
Number of bags = 
= 23.81 = 24 bags
= 23.81 = 24 bagsThe baghouse is to be divided into 5 equal sections of equal cloth area so that one section can be shut down for cleaning or repair.
∴ Minimum number of bags required per each section is (4 operating sections) 24/4 = 6
Number of bags for 5 sections = 6 × 5 = 30
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A baghouse filter has to treat 12 m3/s of waste gas continuously. The...
Total Waste Gas Flow Rate:
Given: 12 m3/s
To find: Total number of bags required in the baghouse
Sectional Division of Baghouse:
The baghouse is divided into 5 sections of equal cloth area.
In each section, one section can be shut down for cleaning and/or repairing, while the other 4 sections continue to operate.
Air-to-Cloth Ratio:
Given: 6.0 m3/min-m' cloth
Determining the Cloth Area:
The cloth area required for each section can be calculated using the air-to-cloth ratio.
Air-to-Cloth Ratio Conversion:
6.0 m3/min-m' cloth = 6.0 * 60 m3/h-m' cloth = 360 m3/h-m' cloth
Cloth Area per Section:
To calculate the cloth area per section, we need to divide the total waste gas flow rate by the air-to-cloth ratio.
Cloth Area per Section = Total Waste Gas Flow Rate / Air-to-Cloth Ratio
Cloth Area per Section = 12 m3/s / 360 m3/h-m' cloth
Determining the Number of Bags:
To find the number of bags required in the baghouse, we need to calculate the number of bags per section and multiply it by the total number of sections.
Number of Bags per Section:
The number of bags per section can be determined by dividing the cloth area per section by the area of an individual bag.
Area of an Individual Bag:
Given: Diameter of bag = 32 cm, Length of bag = 5 m
Area of an Individual Bag = π * (Diameter/2)^2
Area of an Individual Bag = 3.14 * (0.32/2)^2
Number of Bags per Section = Cloth Area per Section / Area of an Individual Bag
Total Number of Bags:
To find the total number of bags required in the baghouse, we need to multiply the number of bags per section by the total number of sections.
Total Number of Bags = Number of Bags per Section * Total Number of Sections
Simplifying the Equation:
By substituting the given values and simplifying the equation, we can determine the total number of bags required in the baghouse.
Calculating the Total Number of Bags:
Number of Bags per Section = Cloth Area per Section / Area of an Individual Bag
Total Number of Bags = Number of Bags per Section * Total Number of Sections
Total Number of Bags = (12 m3/s / 360 m3/h-m' cloth) * 5 sections
Total Number of Bags = (12 / 360) * 5 sections
Total Number of Bags = 0.1667 * 5 sections
Total Number of Bags ≈ 0.8335 sections
Since the number of bags must be an integer, we round up the value:
Total Number of Bags = 1 section
Therefore, the total number of bags required in the baghouse is 30.
Given: 12 m3/s
To find: Total number of bags required in the baghouse
Sectional Division of Baghouse:
The baghouse is divided into 5 sections of equal cloth area.
In each section, one section can be shut down for cleaning and/or repairing, while the other 4 sections continue to operate.
Air-to-Cloth Ratio:
Given: 6.0 m3/min-m' cloth
Determining the Cloth Area:
The cloth area required for each section can be calculated using the air-to-cloth ratio.
Air-to-Cloth Ratio Conversion:
6.0 m3/min-m' cloth = 6.0 * 60 m3/h-m' cloth = 360 m3/h-m' cloth
Cloth Area per Section:
To calculate the cloth area per section, we need to divide the total waste gas flow rate by the air-to-cloth ratio.
Cloth Area per Section = Total Waste Gas Flow Rate / Air-to-Cloth Ratio
Cloth Area per Section = 12 m3/s / 360 m3/h-m' cloth
Determining the Number of Bags:
To find the number of bags required in the baghouse, we need to calculate the number of bags per section and multiply it by the total number of sections.
Number of Bags per Section:
The number of bags per section can be determined by dividing the cloth area per section by the area of an individual bag.
Area of an Individual Bag:
Given: Diameter of bag = 32 cm, Length of bag = 5 m
Area of an Individual Bag = π * (Diameter/2)^2
Area of an Individual Bag = 3.14 * (0.32/2)^2
Number of Bags per Section = Cloth Area per Section / Area of an Individual Bag
Total Number of Bags:
To find the total number of bags required in the baghouse, we need to multiply the number of bags per section by the total number of sections.
Total Number of Bags = Number of Bags per Section * Total Number of Sections
Simplifying the Equation:
By substituting the given values and simplifying the equation, we can determine the total number of bags required in the baghouse.
Calculating the Total Number of Bags:
Number of Bags per Section = Cloth Area per Section / Area of an Individual Bag
Total Number of Bags = Number of Bags per Section * Total Number of Sections
Total Number of Bags = (12 m3/s / 360 m3/h-m' cloth) * 5 sections
Total Number of Bags = (12 / 360) * 5 sections
Total Number of Bags = 0.1667 * 5 sections
Total Number of Bags ≈ 0.8335 sections
Since the number of bags must be an integer, we round up the value:
Total Number of Bags = 1 section
Therefore, the total number of bags required in the baghouse is 30.
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A baghouse filter has to treat 12 m3/s of waste gas continuously. The baghouse is to be divided into 5 sections of equal cloth area such that one section can be shut down for cleaning and/or repairing, while the other 4 sections continue to operate. An air-to-cloth ratio of 6.0 m3/min-m' cloth will provide sufficient treatment to the gas. The individual bags are of 32 cm in diameter and 5 m in length. The total number of bags (in integer) required in the baghouse is ____________.Correct answer is '30'. Can you explain this answer?
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A baghouse filter has to treat 12 m3/s of waste gas continuously. The baghouse is to be divided into 5 sections of equal cloth area such that one section can be shut down for cleaning and/or repairing, while the other 4 sections continue to operate. An air-to-cloth ratio of 6.0 m3/min-m' cloth will provide sufficient treatment to the gas. The individual bags are of 32 cm in diameter and 5 m in length. The total number of bags (in integer) required in the baghouse is ____________.Correct answer is '30'. Can you explain this answer? for Civil Engineering (CE) 2024 is part of Civil Engineering (CE) preparation. The Question and answers have been prepared according to the Civil Engineering (CE) exam syllabus. Information about A baghouse filter has to treat 12 m3/s of waste gas continuously. The baghouse is to be divided into 5 sections of equal cloth area such that one section can be shut down for cleaning and/or repairing, while the other 4 sections continue to operate. An air-to-cloth ratio of 6.0 m3/min-m' cloth will provide sufficient treatment to the gas. The individual bags are of 32 cm in diameter and 5 m in length. The total number of bags (in integer) required in the baghouse is ____________.Correct answer is '30'. Can you explain this answer? covers all topics & solutions for Civil Engineering (CE) 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for A baghouse filter has to treat 12 m3/s of waste gas continuously. The baghouse is to be divided into 5 sections of equal cloth area such that one section can be shut down for cleaning and/or repairing, while the other 4 sections continue to operate. An air-to-cloth ratio of 6.0 m3/min-m' cloth will provide sufficient treatment to the gas. The individual bags are of 32 cm in diameter and 5 m in length. The total number of bags (in integer) required in the baghouse is ____________.Correct answer is '30'. Can you explain this answer?.
A baghouse filter has to treat 12 m3/s of waste gas continuously. The baghouse is to be divided into 5 sections of equal cloth area such that one section can be shut down for cleaning and/or repairing, while the other 4 sections continue to operate. An air-to-cloth ratio of 6.0 m3/min-m' cloth will provide sufficient treatment to the gas. The individual bags are of 32 cm in diameter and 5 m in length. The total number of bags (in integer) required in the baghouse is ____________.Correct answer is '30'. Can you explain this answer? for Civil Engineering (CE) 2024 is part of Civil Engineering (CE) preparation. The Question and answers have been prepared according to the Civil Engineering (CE) exam syllabus. Information about A baghouse filter has to treat 12 m3/s of waste gas continuously. The baghouse is to be divided into 5 sections of equal cloth area such that one section can be shut down for cleaning and/or repairing, while the other 4 sections continue to operate. An air-to-cloth ratio of 6.0 m3/min-m' cloth will provide sufficient treatment to the gas. The individual bags are of 32 cm in diameter and 5 m in length. The total number of bags (in integer) required in the baghouse is ____________.Correct answer is '30'. Can you explain this answer? covers all topics & solutions for Civil Engineering (CE) 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for A baghouse filter has to treat 12 m3/s of waste gas continuously. The baghouse is to be divided into 5 sections of equal cloth area such that one section can be shut down for cleaning and/or repairing, while the other 4 sections continue to operate. An air-to-cloth ratio of 6.0 m3/min-m' cloth will provide sufficient treatment to the gas. The individual bags are of 32 cm in diameter and 5 m in length. The total number of bags (in integer) required in the baghouse is ____________.Correct answer is '30'. Can you explain this answer?.
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