Learning Instrumentation And Control Engineering Learning Instrumentation And Control Engineering

How to Select the Adjustable Range of a Pressure Switch

Custom Search

The adjustable range of a pressure switch is also known as the working range of the switch. It is the pressure range a switch may see under normal working conditions.

In the process of adjusting a pressure switch, accuracy and the service life could be compromised. Efforts should therefore be made when adjusting a pressure switch to ensure that the desired accuracy can be achieved while at the same time ensuring that the switch lasts long by choosing the right adjustable or working range of the pressure switch.

For the greatest accuracy, the set point of the pressure switch should be adjusted such that the set point fall in the upper 65% of the adjustable range. For a long service life, the switch set point should be adjusted to fall in the lower 65% of the adjustable range. 

Adjustable Range of a Pressure Switch


The best combination of accuracy and long service life lies in the middle 30% of the adjustable range as shown above. This rule applies to diaphragm as well as bourdon tube pressure switches.

As shown in the schematic diagram above depicting the various operating zones of the pressure switch, we can see that :

1. For optimum accuracy and long service life, select Zone A

2. For long service life, select Zone C

3. For accuracy, select Zone B







Operating Principle of Variable Area Flow Meters

Custom Search

The variable area flowmeter is a reverse differential pressure meter used to accurately measure the flow rate of liquids and gases. The flow meter generally comprises a vertical, tapered glass tube and a weighted float whose diameter is approximately the same as the tube base.

How the Variable Area Flow Meter Works
The schematic below shows the basic design of a variable area flow meter:
Basic Design of a Variable Area Flow Meter : Photo Credit Brooks Instrument
During operation, the fluid or gas flows through the inverted conical tube from the bottom to the top, carrying the float upwards as indicated by the arrow in our schematic above. Since the diameter of the tube increases in the upward direction, the float rises to a point where the upward force on the float created by differential pressure across the annular gap, between the float and the tube, equals the weight of the float.

As shown in the schematic above, three forces are seen acting on the float:

(a) A constant gravitational force, W.

(b) A buoyancy force, A, which is constant if the fluid density is constant (According to Archimedes principle)

(c) Flow resistance force S, the upward force of the fluid flowing past the float.

Two of these forces are acting in an upward direction as indicated by the arrows in the schematic above. They are the buoyancy force A and the flow resistance force S. The gravitational force W, acts downward.

When the float is stationary, W and A are constant and S must also be constant. In a position of equilibrium (floating state) the sum of forces S + A is opposite and equal to W and the float position corresponds to a flow rate that can be read off a scale. 

A major advantage of the variable area flowmeter is that the flow rate is directly proportional to the orifice area that, in turn, can be made to be linearly proportional to the vertical displacement of the float. Thus, unlike most differential pressure systems, it is unnecessary to carry out square root extraction.

Flow Rate Equation for the Variable Area Flow Meter
In a typical variable area flow meter, the flow Q can be shown to be approximately given by:
                 
$Q = CA\sqrt{ρ}$

where:
Q = flow
C = constant that depends mainly on the float
A = cross-sectional area available for fluid flow past the float
ρ = density of the fluid
As shown by the flow equation above, indicated flow depends on the density of the fluid which, in the case of gases, varies strongly with the temperature, pressure and composition of the gas.

Floats Used in Variable Area Flow Meters
A wide variety of float shapes are available for use in variable area flow meters. The weight, shape and materials of these floats are adapted to the individual installations. The common floats used are:
A. Ball float
B. Viscosity-immune float
C. Viscosity-dependent float
D. Float for low pressure drop


Different Shapes of Floats used for Variable Area Flow Meters. Photo Credit: ABB Flow

The ball float (A) is mainly used as a metering element for small flowmeters. The viscosity-immune float (B) is used in applications where viscosity change is a critical factor. The viscosity-dependent (C) float is used in larger sized variable area flowmeters. Floats for low pressure drop (D) applications are very light in weight with relatively low pressure drops. Its design requires minimum upstream pressures and is usually preferred for gas flow measurement.

Flow Metering Tubes
The meter tube of a variable area meter is normally manufactured from borosilicate glass that is suitable for metering process medium temperatures up to 200 °C and pressures up to about 2 - 3 MPa. Because the glass tube is vulnerable to damage from thermal shocks and pressure hammering, it is often necessary to provide a protective shield around the tube.

Variable area meters are inherently self-cleaning since the fluid flow between the tube wall and the float provides a scouring action that discourages the build-up of foreign matter. Nonetheless, if the fluid is dirty, the tube can become coated – affecting calibration and preventing the scale from being read. This effect can be minimised through the use of an inline filter.

The temperature and pressure range may be considerably extended (for example up to 400 °C and 70 MPa) through the use of a stainless steel metering tube. Again, the float can incorporate a built-in permanent magnet that is coupled to an external field sensor that provides a flow reading on a meter.

Floats Centering Methods in Variable Area Meters
An important requirement for accurate metering is that the float is exactly centered in the metering tube. One of three methods is usually used:

(a) Slots in the float head cause the float to rotate and center itself and prevent it sticking to the walls of the tube. Slots cannot be applied to all float shapes and, further, can cause the indicated flow to become slightly viscosity dependent.


(b) Three molded ribs within the metering tube cone, parallel to the tube axis, guide the float and keep it centered. This principle allows a variety of float shapes to be used and the metering edge remains visible even when metering opaque fluids.


(c) A fixed center guide rod within the metering tube is used to guide the float and keep it centered. The use of guide rods is confined mainly to applications where the fluid stream is subject to pulsations likely to cause the float to ‘chatter’ and possibly, in extreme cases, break the tube. It is also used extensively in metal metering tubes.

Floats Centering Methods in Variable Area Flow Meter Design

Materials Used in Construction of Floats
The float material is largely determined by the medium and the flow range and includes: stainless steel, titanium, aluminium, black glass, synthetic sapphire, polypropylene, Teflon, PVC, hard rubber, Monel, nickel and Hastelloy C.

Advantages of Using a Variable Area Flow Meter
1. It has wide range of applications.
2. It has a linear float response to flow rate change.
3. It has a 10 to 1 flow range or tum-down rate.
4. Easy sizing or conversion from one particular service to another.
5. Ease of installation and maintenance.
6. Simplicity and low cost.
7. High low-flow accuracy (down to 5 cm3/ min). 
8. Easy visualisation of flow

Disadvantages of Using a Variable Area Flow Meter
1. It has limited accuracy.
2. It is susceptibility to changes in temperature, density and viscosity.
3. Fluid medium must be clean, no solids content.
4. Erosion of device (wear and tear).
5. It can be expensive for large diameters application.
6. It operates in vertical position only.
7. It requires accessories for data transmission.





How a Coriolis Mass Flow Meter Works

Custom Search

The vast majority of flow meters in use today are volumetric. However, there are a few other applications where what is required is a mass flow meter. One of such mass flow meters is the Coriolis Mass Flowmeter that can measure both the mass of liquids and gases.

Today, commercial Coriolis flowmeters are gradually gaining prominence in flow measurement applications. Steady technical improvements on these meters since they first came into the markets in the 1970s have greatly increased their accuracy and acceptance in the process industries. Currently in the process industries, direct mass flow measurements represent a substantial and fast-growing percentage of worldwide flowmeter applications (15 to 20%). The diagram below shows the construction a U-shaped Coriolis mass flow meter:
Construction a Commercial Coriolis Mass Flow Meter. Photo Credit: Micro Motion


How a Coriolis Mass Flow Meter Works
A Coriolis flowmeter requires a force acting on a tube carrying a flowing fluid. This force deforms tubes through which the fluid flows. The amount of deformation depends directly on the mass flow rate through the tubes. Signals from sensors measuring this deformation provide a direct indication of the mass flowrate.
In a Coriolis meter measuring process mass flow rates, the flowmeter must rotate the fluid. In practice they rotationally oscillate the fluid, which produces equivalent Coriolis forces. Tube designs are U-shaped, S-shaped, or straight. 

Design and Working Principle of a Commercial Coriolis Meter
Inside U-shaped sensor housing, the U-shaped flow tube is vibrated at its natural frequency by a magnetic device located at the bend of the tube. The vibration is like that of a tuning fork, covering less than 0.1 in. and completing a full cycle about 80 times/sec. As the liquid flows through the tube, it is forced to take on the vertical movement of the tube as shown in the diagram below. When the tube is moving upward during half of its cycle, the liquid flowing into the meter resists being forced up by pushing down on the tube.
Operating Principle of the Coriolis Mass Flow Meter. Photo Credit : Micro Motion

Having been forced upward, the liquid flowing out of the meter resists having its vertical motion decreased by pushing up on the tube. This action causes the tube to twist. When the tube is moving downward during the second half of its vibration cycle, it twists in the opposite direction.

Having been forced upward, the liquid flowing out of the meter resists having its vertical motion decreased by pushing up on the tube. This action causes the tube to twist. When the tube is moving downward during the second half of its vibration cycle, it twists in the opposite direction. The amount of twist is directly proportional to the mass flow rate of the liquid flowing through the tube. Magnetic sensors located on each side of the flow tube measure the tube velocities, which change as the tube twists. The sensors feed this information to the electronics unit, where it is processed and converted to a voltage proportional to mass flow rate. The meter has a wide range of applications from adhesives and coatings to liquid nitrogen.

Commercial Coriolis flowmeters design incorporate identical dual tubes oscillating in opposite directions. The flow from process piping splits in two as it enters the flow meter. This provides a more balanced design, making the meter more resistant to external vibrations and temperature swings. Sensors mounted on the tubes measure their relation to each other rather than to a fixed plane.

Straight tube designs operate in a similar manner. The vibrating tube is fixed at its ends, creating two rotating reference frames. The rotations at the inlet and outlet sides are in opposite directions, creating opposing Coriolis forces that distort the tube.

Merits of Using a Coriolis Mass Flow meter

1. Used for direct, in-line and accurate mass flow measurement of both liquids and gases.

2. Can achieve accuracies as high as 0.1% for liquids and 0.5% for gases.

3. Mass flow measurement ranges cover from less than 5 g/m to more than 350 tons/hr.

4. Flow measurement is independent of temperature, pressure, viscosity, conductivity and density           of the medium.

5. Can be used for direct, in-line and accurate density measurement of both liquids and gases.

6. Multi-variable capability as mass flow, density and temperature can be accessed from the one             sensor.

7. Can be used for almost any application irrespective of the density of the process.

Demerits of Using a Coriolis Mass Flow Meter

1. They are very expensive.

2. Many models are affected by vibration.

3. Current technology limits the upper pipeline diameter to 150 mm (6 inches).

4. Secondary containment can be an area of concern.