Although speed of rotation can be as low as 750 rpm and the maximum is 3000 rpm, a flow divider should be selected which will pass the required flows in the range 1000 to 2000 rpm for maximum efficiency.

**Equal flow divider **- Having decided on the separate flow ratio the sum of which will give total input flow, refer to the table "Equal Element Units" to select a divider which will pass these flow rates at or near to 1500 rpm. If the flow is variable, calculate speed of rotation which will occur at both maximum and minimum input and ensure that these speeds fall within 750 to 3000 rpm.

**Unequal flow dividers **- Refer to the table of individual elements to select those which will pass the desired flows at or near to 1500 rpm, bearing in mind that all the elements in a flow divider rotate at the same speed. Thus having calculated the speed of one of the elements according to its flow rate, select the other elements to provide their required flows at that speed. If this proves impractical repeat the process, starting with another of the required outputs. It is not always possible to obtain precisely all the required outputs as this would call for an infinite number of element sizes so some compromise is often required. However, in practical terms, any combination of outputs from 1.5 lpm up to a total input of 27 lpm per section (for FDR) and from 9 lpm up to a total input of 90 lpm per section (for FDL) can be provided for.

**Ordering Code Example**

For an unequal Flow Divider: FDR 4/2.4.4.9

This is a 4 section unit with; one 2cc section, two 4cc sections and one 9cc section.

Total Input flow @ 1500 rpm—25.5 litre/min. which gives four Output Flows of 3, 6, 6 & 13.5 lpm.

**Calculation of Inlet Pressure**

The product of inlet pressure and flow is equal to the sum of the products of outlet pressures and flows plus the pressure required to cause the flow divider to rotate.

i.e. PQ = P1Q1 + P2Q2 + P3Q3 + PR

when

P= inlet pressure

Q = inlet flow

P1,P2,P3 etc. are outlet pressures

Q1,Q2,Q3 etc. are the respective outlet flows

PR is the pressure required to rotate the flow divider Tests have shown that PR varies slightly according to the size and number of elements, but for practical purposes it can be assumed to be 5 bar (72.5psi) for standard ISO VG32 hydraulic fluid at 40ºC

Thus if the 4 element unit shown as a coding example here have output pressure of 60,120,25 and 50 bar respectively the inlet pressure would be:

60x3 + 120x6 + 25x6 + 50x13.5 + 5 = 65.5 bar

28.5

The same formula can be used for imperial units provided these are used throughout the calculation. For more information see pressure drop graphs.

**Slip Losses **- Because there must be some clearance for the gears to rotate some internal leakage is inevitable and this causes some inaccuracy in flow division. The amount of "slip" is a function of flow and pressure drop through each section and is affected by viscosity.

**Use of Flow Divider as a Pressure Intensifier **- Using an equal element unit with two sections, pressure at one of the outlets can be approximately 2 x the inlet pressure, if the second outlet is piped to the tank. In the same way an "unequal" unit can be used to obtain higher intensification. The ratio of the displacements of the flow divider sections is a measure of the amount of intensification achieved. If a ratio of more than 4'/2:1 is required (i.e. a higher ration than can be obtained with an FDR2/2.9), one or more extra sections can be added to increase the flow to tank and thereby the ratio of intensified pressure to inlet pressure. Pressure at the intensified pressure outlet is given by:-

Po = Pi/E1 x El + E2 + E3 etc.

Where

Po = Intensified Pressure

Pi = Inlet Pressure

E1 = Element capacity of high pressure element

E2,E3 etc. = Element capacities of low pressure elements

The inlet pressure can be calculated as for any other flow divider, (see formula under "Calculation of Inlet Pressure") taking PI as the intensified pressure and P2, P3 as the pressure drop on the tank connections of the 'by-pass' elements.

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