10 multi drop, 11 sensor matching function – Yokogawa Wireless Temperature Transmitter YTA510 User Manual

Page 30

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3. OPERATION

IM 01C50T01-01E

3-17

1. Call up the “HART output” display. [1.Device

setup

4.Detailed setup

3.Output condition

2.HART output]

2. Select “4. Burst option”. Select a set of data to be

sent.

3. Return to “HART output” display and select “3.

Burst mode”. Select “On” to start the burst option.
Press

SEND[F2]

to send the setting. To release the

burst mode, select “Off” in this display.

If the transmitter is equipped with the integral indica-
tor, the LCD displays “B.M.”

3.5.10 Multi Drop

“Multi dropping” transmitters refers to the connection
of several transmitters to a single communication
transmission line. Up to 15 transmitters can be con-
nected when set in the multidrop mode. To activate
multi drop communication, the transmitter address
must be changed to a number from 1 to 15. This
change deactivates the 4 to 20 mA analog output,
sending it to 4mA . The alarm current is also disabled.

Setting of Multi drop

Call up the “HART output” display. [1.Device
setup

4.Detailed setup

3.Output condition

2.HART output]
Select “1. Poll addr” and set the polling address.(a
number from 1 to 15).
Press

SEND[F2]

to send the setting.

If the transmitter is equipped with the integral indica-
tor, the LCD displays “M.D.” and "F.O."

NOTE

1. When the identical address is set for two or

more transmitters in multidrop mode, commu-
nication with these transmitters is disabled.

2. Multi drop mode and Burst mode should not

be operated together at the same time.

Releasing the Multidrop mode

First, call up the “HART output” display. [1.Device
setup

4.Detailed setup

3.Output condition

2.HART output]
Select “1. Poll addr” and set the polling address to
“0”. Press

SEND[F2]

.

3.5.11 Sensor Matching Function

This function is available only when optional specifica-
tion /CM1 is specified with YTA310 or YTA320.

Siginificant temperature measurement accuracy
improvement can be obtained using a temperature
sensor that is matched to a transmitter. This matching
process entails teaching the transmitter the relationship
between resistance and temperature for a specific RTD
sensor. This relationship, approximated by the
Callender-van Dusen equation, is described as follow-
ing :

R

t

= R

0

{1 +

α

(1+0.01

δ

) t -

αδ

/ 10

4

t

2

-

αβ

/ 10

8

(t -100 ) t

3

}

where : Rt = Resistance (ohms) at

Tempearature t (

o

C)

R

0

= Sensor -specific constant

(Resistance at t=0

o

C)

α

(alpha) = Sensor-specific constant

δ

(delta) = Sensor-specific constant

β

(beta) = Sensor-specific constant

(0 at t>0

o

C)

Although the sensor curve is standardized, the exact
values for R

0

,

α

,

δ

and

β

are specific to each RTD

sensor and are obtained by testing each individual
sensor at various temperatures. These constants are
known as Callender-van Dusen constants.

Generally, the constants R

0

, A, B, and C are also used

as the characteristic coefficients of the RTD instead of
R

0

,

α

,

δ

and

β.

These are derived from IEC Standard

Curve and the relationship is described as followings ;

R

t

= R

0

{1 +

At -

Bt

2

+ C (t -100) t

3

}

where : Rt = Resistance (ohms) at

Tempearature t (

o

C)

R

0

= Sensor-specific constant

(Resistance at t=0

o

C)

A = Sensor-specific constant
B = Sensor-specific constant
C =Sensor-specific constant
(0 at t > 0

o

C)

These two equations are equivalent. A model YTA
can cope with either case as above-mentioned.

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