Paucity of O2
Increasing gas temperature
High specific volume
High friction losses
A. Paucity of O2
p₂/p₁ = p₃/p₂
p₁/p₃ = p₂/p₁
p₁ = p₃
p₁ = p₂ p₃
Mass flow rate
Pressure ratio
Change in load
Stagnation pressure at the outlet
One stroke
Two strokes
Three strokes
Four strokes
75 %
85 %
90 %
99 %
Gas turbine plant
Petrol engine
Diesel engine
Solar plant
Small quantities of air at high pressures
Large quantities of air at high pressures
Small quantities of air at low pressures
Large quantities of air at low pressures
Increases with increase in compression ratio
Decreases with increase in compression ratio
Is not dependent upon compression ratio
May increase/decrease depending on compressor capacity
Centrifugal pump
Reciprocating pump
Turbine
Sliding vane compressor
Large quantity of air at high pressure
Small quantity of air at high pressure
Small quantity of air at low pressure
Large quantity of air at low pressure
1 - k + k (p₁/p₂)1/n
1 + k - k (p₂/p₁)1/n
1 - k + k (p₁/p₂) n- 1/n
1 + k - k (p₂/p₁) n-1/n
The atmosphere
A source at 0°C
A source of low temperature air
A source of high temperature air
Carries its own oxygen
Uses surrounding air
Uses compressed atmospheric air
Does not require oxygen
Does not change
Increases
Decreases
First decrease and then increase
Equal to
Less than
More than
None of these
Electric motor
Engine
Either (A) or (B)
None of these
Power consumption per unit of air delivered is low
Volumetric efficiency is high
It is best suited for compression ratios around 7:1
The moisture in air is condensed in the intercooler
1.03 kg/cm²
1.06 kg/cm²
1.00 kg/cm²
0.53 kg/cm²
Mass
Energy
Flow
Linear momentum
Centrifugal type
Axial flow type
Radial flow type
None of these
Back pressure
Critical pressure
Discharge pressure
None of these
Larger air handling ability per unit frontal area
Higher pressure ratio per stage
Aerofoil blades are used
Higher average velocities
Centrifugal
Reciprocating
Axial
Screw
D₁/D₂ = p₁ p₂
D₁/D₂ = p₁/p₂
D₁/D₂ = p₂/p₁
None of these
It allows maximum compression to be achieved
It greatly affects volumetric efficiency
It results in minimum work
It permits isothermal compression
Compression ratio
Expansion ratio
Compressor efficiency
Volumetric efficiency
Increase in flow
Decrease in flow
Increase in efficiency
Increase in flow and decrease in efficiency
Rise gradually towards the point of use
Drop gradually towards the point of use
Be laid vertically
Be laid exactly horizontally
0.5 kg
1.0 kg
1.3 kg
2.2 kg
Increase velocity
Make the flow streamline
Convert pressure energy into kinetic energy
Convert kinetic energy into pressure energy
Same
Less
More
None of these