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4 shutting down operation, 1 determining the differential pressure range, Shutting down operation -3 – Yokogawa EJX115A User Manual

Page 33: Determining the differential pressure range -3, Important

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<7. Operation>

7-3

IM 01C25K01-01E

IMPORTANT

• Remove the BT200 from the terminal box,

and confirm that none of the terminal screws

are loose.

• Close the terminal box cover and the

amplifier cover. Screw each cover in tightly

until it will not turn further.

• There are two covers that must be locked

on the ATEX Flameproof type transmitters.

An Allen head bolts (shrouding bolts) are

provided under edge of the each cover for

locking. When a shrouding bolts are driven

counterclockwise by an Allen wrench, it

is coming out and locks up a cover. (See

section 8.4) After locking, the covers should

be confirmed not to be opened.

• Tighten the zero-adjustment cover mounting

screw to fix the cover in position.

7.4 Shutting Down Operation

Shut down the transmitter operation as follows.
1) Turn off the power.

2) Close the stop valves on the up and

downstream sides.

NOTE

Whenever shutting down the transmitter for a

long period, remove any process fluid from the

transmitter pressure-detector section.

7.5 Transmitter Measurement

Range (Determining

Differential Pressure Range)

The following describes the procedure for

calculating the differential pressure range and the

calculation example in low flow measurement.
Conversion factor in pressure unit:

1 Pa = 1.01972×10

-1

mmH

2

O

1 mmH

2

O = 9.80665 Pa

1 atm = 1.01325×10

2

kPa

7.5.1 Determining the Differential

Pressure Range

Use the following procedures to determine a

differential pressure range according to the fluid

conditions being measured.
(a) Calculate a water or air equivalent flow from the

flow of the fluid being measured (100% flow).

Equivalent Water Flow Calculation

Q

w

= 0.03162 . Qf . ρf

(1)

Where, Qw: Water equivalent volumetric flow

(m

3

/h) at 4°C, 1 atm

Qf: Volumetric liquid flow (m

3

/h)

at operating conditions (t°C, p kPa)

ρf: Specific liquid density (kg/m

3

)

at operating conditions (t°C, p kPa)

Equivalent Air Flow Calculation

Q

o

= 0.5356 . Qn ρn . .

(2)

273.15 + t

101.325+ p

Zf

Zn

Where, Qo: Air equivalent volumetric flow at 0°C,

1 atm (Nm

3

/h)

Qn: Volumetric gas flow at 0°C,

1 atm (Nm

3

/h)

ρn: Specific gas density at 0°C,

1 atm (kg/Nm

3

)

Zn: Compression factor of gas at 0°C,

1 atm

Zf: Compression factor of gas at

operations conditions (t°C, p kPa)

(b) Obtain a differential pressure from the

above equivalent water or air flow using the

nomograph shown in Figure 7.5.1 or 7.5.2. In

this procedure, multiply Qw or Qo by 1000/60 to

convert the flow unit into liter/min.

(c) Select an orifice bore, taking into considerations

pressure loss, etc.

(d) As necessary, calculate Reynolds number at

normal flow rate and correct the differential

pressure obtained from the procedure (b).