ClearOne comm CONVERGE SR 1212 User Manual

Page 247

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FES – Feedback Elimination Setup

this command reset the feedback eliminator and initiates an automatic training cycle. When the automatic setup
is complete, the FesC (Feedback elimination setup Complete) command will be issued. There is no query
associated with this command.

Command Form

: DEVICE FES<Channel> <group> [value]

Argument Type

Size

Values

units

Channel

Channel

1

see groupandChannels

group

group

1

23 (J)

reserved

Zero

2

Zero

FESC – Feedback Elimination Setup Complete

this command reports when the automatic feedback eliminator setup training cycle is in progress. the training cycle
is started using the command Fes (Feedback elimination setup). This is a query only command.

Command Form

: DEVICE FESC<Channel> <group> [value]

Argument Type

Size

Values

units

Channel

Channel

1

see groupandChannels

group

group

1

23 (J)

value

unsigned short

2

0 = setup Complete
1 = setup in progress
(sent null, value returned)

FILTER – Filter Adjust

this command selects/reports the settings of a filter.

Command Form

: DEVICE FILTER <Channel> <group> <node> [type Frequency gain/slope Bandwidth/

subtype]

Argument

Type

Size

Values

units

Channel

Channel

1

see Groups and Channels

group

group

1

3, 5 (m, p)

node

unsigned
Integer

1

group 3

1 – 4

group 5

1 – 15

type

unsigned
Integer

1

0 = none
1 = all pass
2 = low pass
3 = high pass
4 = low shelving
5 = high shelving
6 = parametric equalizer
7 = CD horn
8 = Bessel Crossover
9 = Butterworth Crossover
10 = linkwitz-riley Crossover
11 = notch
(null to query in text)

Frequency

unsigned
Float

4

type 0

0 (null in text)

hz

type 1 – 6, 8 – 11

20.00 – 20000.00

type 7

500.00 – 5000.00

gain/slope

signed Float 2

type 0 – 3, 7, 11

0 (null in text)

dB /
dB per
octave

type 4 – 6

-15.00 – 15.00

type 8 – 9

12, 18, 24

type 10

12, 24

Bandwidth/subtype unsigned

Float

2

type 0 – 5, 7

0 (null in text)

octaves /
type

type 6, 11

0.05 – 5.00

type 8 – 10

2 = low pass
3 = high pass

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