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MIN500
- Mathematical Functions |
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Function:
The MIN500 consists of a multi-functional analogue computing
circuit which is factory calibrated as either a divider, multiplier,
squarer, square root extractor or rectangular weir lineariser.
If the measured process variable is temperature dependent,
such as flow for instance, then the MIN500 can also be factory
calibrated to accept a temperature compensation input for
mass flow computation.
Operational notes: The instrument is configured
to carry out the mathematical function of a normalised input
of 0 to 1 unit. So for a 4 to 20mA input combination the input
A units will be - Input = (IA - 4)¸16 units. Input B will
be computed likewise. The specifications specific to each
function are as follows:
| Multiply |
AxB = O/P |
Divide |
A ÷ B = O/P |
Square Root Extraction |
√A = O/P |
Multiplication
with Temperature
Compensation for
Mass Flow Computation
Squarer |
[(AxB)x293.2]
____________ |
= O/P where C = O at 20°C
with a 1V/10°C change |
Cube Function |
A3 = O/P |
| [293.2+(10xC)] |
| A2 = O/P |
Rectangluar Weir Lineariser |
A3/2 = O/P |
Cube Root Function |
3√A = O/P |
Power supply: DC powered
 
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DIN500
- Mathematical Functions |
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Function:
The DIN500 consists of a multi-functional analogue computing
circuit which is factory calibrated as either a divider, multiplier,
squarer, square root extractor or rectangular weir lineariser.
If the measured process variable is temperature dependent,
such as flow for instance, then the DIN500 can also be factory
calibrated to accept a temperature compensation input for
mass flow computation.
Operational notes: The instrument is configured
to carry out the mathematical function of a normalised input
of 0 to 1 unit. So for a 4 to 20mA input combination the input
A units will be - Input = (IA - 4)¸16 units. Input B will
be computed likewise. The specifications specific to each
function are as follows:
| Multiply |
AxB = O/P |
Divide |
A ÷ B = O/P |
Square Root Extraction |
√A = O/P |
Multiplication
with Temperature
Compensation for
Mass Flow Computation
Squarer |
[(AxB)x293.2]
____________ |
= O/P where C = O at 20°C
with a 1V/10°C change |
Cube Function |
A3 = O/P |
| [293.2+(10xC)] |
| A2 = O/P |
Rectangluar Weir Lineariser |
A3/2 = O/P |
Cube Root Function |
3√A = O/P |
Power supply: mains powered
 
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E
Block - Square Root Extractor |
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Function:
The E Block is a precision function generator suitable for
linearising square law signals from differential pressure
or flow transmitters. The E Block accepts a single mA or Voltage
input and performs a Square Root function to give a mA or
Voltage signal output.
Application Notes: The major application for
the E Block is the linearisation of square law signals from
flow transmitters. The transmitters are measuring pressure
differentials across Venturi meters, Orifice plates, and,
Dall and Pitot tubes. The E Block can be used to precede a
D Block to give integrated flow.
Power supply: mains powered

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G
Block - 3/2 Law Function Generator (Rectangular Weir) |
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Function:
The G Block is a straight line approximation function generator
suitable for linearising the level or head of flow characteristic
of rectangular and V-notch weirs.
Application Notes: The G Block will accept
signals from various level transmitters including potentiometer
and float types. Physical size limitations prevent the G Block
from including a current drive amplifier. If transmission
current outputs are required the G Block must be followed
by a B Block or an I Block.
Power supply: mains powered

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H
Block - 5/2 Law Function Generator (V-Notch Weir) |
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Function:
The H Block is a straight line approximation function generator
suitable for linearising the level or head of flow characteristic
of rectangular and V-notch weirs.
Application Notes: The H Block will accept
signals from various level transmitters including potentiometer
and float types. Physical size limitations prevent the H Block
from including a current drive amplifier. If transmission
current outputs are required the H Block must be followed
by a B Block or an I Block.
Power supply: mains powered

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L,
M & N Blocks - Mathematical Functions |
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Function:
The L, M and N Blocks are precision instruments that consist
of a multi-function analogue computing circuit. The Blocks
accept mA or Voltage inputs and perform Divide, Multiply and
Square functions to give a mA or Voltage signal output. On
the L and M Blocks one of the inputs can be a remote or local
potentiometer input.
L Block = Divider = Input A ¸ Input B = Output
M Block = Multiplier = Input A x Input B = Output
N Block = Squarer = Input A Squared = Output
Power supply: mains powered

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QC500
Series - Mathematical Functions |
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Function:
The 500 Series comprises precision electronic instruments
containing a multi-functional analogue computing circuit which
is factory calibrated for one of the following functions:
M500 = Multiplier Output = input A x input B
D500 = Divider Output = input A ¸ input B
SRE500 = Square Root Extractor Output = / A
SQ500 = Squarer Output = input A2
L500 = Log Amplifier Output = Log input A (1 to 3 decades)
AL500 = Antilog Amplifier Output = Antilog input A
(1 to 3 decades)
RW500 = Rectangular Weir Lineariser Output = input
A3/2
Power supply: mains or DC

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L900RG
Mark II - Ramp Generator |
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Function:
The L900 Ramp Generator Mark II is a universally programmable
Ramp Generator. The L900RG Mk II can be set to:
- Ramp UP or DOWN at a User or Factory Set rate upon the
closing of a digital input (with either a Ramp and Hold
function or a Ramp/Reset/Ramp continuous cycle function);
- Act as a count position converter (output ramps UP or
DOWN as the input is pulsed with rate of ramp proportional
to the pulse rate);
- Ramp UP or DOWN with an external Analogue input controlling
the rate of RAMP (i.e., UP-4mA=No Ramp, 20mA=Full Speed
Ramp);
- Ramp UP or DOWN with an external Analogue input controlling
the rate of RAMP (12mA=No Ramp, 4mA=Full Speed DOWN Ramp
and 20mA=Full Speed UP Ramp);
- Ramp UP or DOWN upon the resultant of a comparison of
two Analogue inputs (A=B No Ramp, A>B Ramp UP, B>A Ramp
DOWN with the ramp rate set by the difference between the
signals).
Power supply: mains or DC

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