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EL3356-00x0 | 1 Channel Input Terminal, Precise Resistor Bridge (strain gauge) · 0 次阅读

Software filter

The EL3356 is equipped with a digital software filter which, depending on its settings, can adopt the characteristics of a Finite Impulse Response filter (FIR filter), or an Infinite Impulse Response filter (IIR filter). The filter is activated by default as 50Hz-FIR.

In the respective measuring mode the filter can be activated (0x8000:01, 0x8000:02) and parameterized (0x8000:11, 0x8000:12) (the EL3356-0000 supports only mode 0).

  • FIR 50/60 Hz
    The filter performs a notch filter function and determines the conversion time of the terminal. The higher the filter frequency, the faster the conversion time. A 50 Hz and a 60 Hz filter are available.
    Notch filter means that the filter has zeros (notches) in the frequency response at the filter frequency and multiples thereof, i.e. it attenuates the amplitude at these frequencies. The FIR filter operates as a non-recursive filter.
  • PDO filter (valid as from firmware 05)
  • The filter behaves like the 50/60 Hz FIR filter described above. However, the filter frequency can be adjusted here in 0.1 Hz steps by means of an output data object. The filter frequency range extends from 0.1 Hz to 200 Hz and can be reparametrized during operation.
  • To do this the PDO 0x1601 (“RMB filter frequency”) must be displayed in the process data and the entry “PDO filter frequency” must be selected in the object 0x8000:11.
  • This function allows the EL3356 to suppress interference of a known frequency in the measuring signal. A typical application, for example, is a silo that is filled and weighed by a driven screw conveyor. The rotary speed of the screw conveyor is known and can be adopted into the object as a frequency. Thus mechanical oscillations can be removed from the measuring signal.
  • Software filter 1:
    Notch characteristic/amplitude curve and step response of the FIR filter
  • IIR-Filter 1 to 8
    The filter with IIR characteristics is a discrete time, linear, time invariant filter that can be set to eight levels (level 1 = weak recursive filter, up to level 8 = strong recursive filter).
    The IIR can be understood to be a moving average value calculation after a low-pass filter.
Software filter 2:
Step response and Bode diagram of the IIR filter

Overview of conversion times

Filter Settings

Value

PDO update time

Filter property

Limit frequency (-3 dB) [Hz] (typ.)

Comment

Rise time

10-90% [s] (typ.)

EL3356

EL3356-0010
EL3356-0090

Filter deactivated

 -

min. 10 ms

Cycle-synchronous,

EL3356-0010
min. 100 µs

EL3356-0090
min. 150 µs

 -

-

-

-

0

FIR 50 Hz

min. 10 ms

312.5 µs

50 Hz notch filter

22 Hz

Typ. conversion time 312.5 µs

0.013

1

FIR 60 Hz

min. 10 ms

260.4 µs

60 Hz notch filter

25 Hz

Typ. conversion time 260.4 µs

0.016

2

IIR1

Cycle-synchronous

(up to min. 10 ms update

Cycle-synchronous

(EL3356-0010:
up to min. 100 µs)

(EL3356-0090:
up to min. 150 µs)

Low-pass

2000 Hz

a0 = 1/21 = 0.5

0.0003

3

IIR2

Low-pass

500 Hz

a0 = 1/22 = 0.25

0.0008

4

IIR3

Low-pass

125 Hz

a0 = 1/24 = 62.5e-3

0.0035

5

IIR4

Low-pass

30 Hz

a0 = 1/26 = 15.6e-3

0.014

6

IIR5

Low-pass

8 Hz

a0 = 1/28 = 3.91e-3

0.056

7

IIR6

Low-pass

2 Hz

a0 = 1/210 = 977e-6

0.225

8

IIR7

Low-pass

0.5 Hz

a0 = 1/212 = 244e-6

0.9

9

IIR8

Low-pass

0.1 Hz

a0 = 1/214 = 61.0e-6

3.6

10

Dynamic IIR

The filter changes dynamically between the filters IIR1 to IIR8

11

PDO Filter frequency

min. 10 ms

Software filter 3:

Notch filter with adjustable frequency

approx. 0.443 * PDO value [Hz]

-

-

Software filter 4:

Filter and cycle time

If the FIR filters (50 Hz or 60 Hz) are switched on, the process data are updated maximally with the specified conversion time. (see table) The IIR filter works cycle-synchronously. Hence, a new measured value is available in each PLC cycle.

Software filter 5:

IIR filter

Differential equation: Yn = Xn * a0 + Yn-1 * b1
with a0 + b1 = 1
a0 = (see table)
b1 = 1 - a0