Pneumatic Valve Characteristic

The force acting against this is given by the spring Constant K x Spring compression distance L
PA = KL
L = P(A/K)
Since the area of the diaphragm and the spring constant are constants for any given set up it can be seen that the spring movement is directly proportional to applied pressure

Inherent or designed characteristic
The characteristic of a valve is its relationship between valve lift and flow across it for a constant pressure drop across it. A typical set up for measuring this is shown below
Quick Opening (poppet) Characteristic

Linear Characteristics

Equal Percentage Characteristics
In this design for equal increments of valve movement the flow increases by and equal percentage.e.g. if the valve is 10mm open and the flow 20, if the valve opens anouther 10mm (100%) the flow increases to 40. If the valve opens a further 10mm (50%) then the flow increase by 50% of 40 which is anouther 20. The action may be expressed as L = logeQ / KIt should be noted that for true equal percentage the minimum flow is 1%. Therefore if closing is required some adaption is required

System characteristics


Fitting a valve with equal percentage trim produces a near linear characteristic. This will be effected by things like varying system pressure drop and maximum flow rates. If the repssure drop across the system is low at the required flow rate then the rpessure drop across the valve will not significantly alter and a linear characteristic shoudl be used.
In practice chracteristics are available which offer a balance between linear and equal percentage ( parabolic).