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Comtech EF Data SPOD PS 1, PS 1.5, and PS 2 C-, X-, or Ku-Band User Manual

Page 121

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SPOD C-, X-, or Ku-Band Outdoor Amplifier

MN-SPODPSX

Serial-based Remote Product Management

Revision 1

5–29

Parameter Type

Command

(Instruction

Code and

Qualifier)

Arguments

for Command

or Response

to Query

Description of Arguments

(Note that all arguments are printable ASCII characters)

Response to

Command

(Target to

Controller)

Query

(Instruction

Code and

Qualifier)

Response to Query

(Target to

Controller)

Remote Baud

Rate

SBR=

4 bytes

Command or Query.

Sets or returns the remote baud rate in the form xxxx, where:

2400 = 2400 baud

4800 = 4800 baud

9600 = 9600 baud (default value)

19K2 = 19200 baud

38K4 = 38400 baud

Note: When changing baud rates remotely the response to the command will be returned using the same baud

rate as that used to send the command.

Examples: <1/SBR=9600’cr’

>0001/SBR=9600’cr’’lf’

<1/SBR?’cr’

>0001/SBR=09600’cr’’lf’

SBR=

SBR?

SBR*

SBR?

SBR=xxxx

(See Description of

Arguments)

Set FSK Address

SFA=

2 bytes,

numeric

Command or Query.

Sets or returns the FSK Address in the form xx, where:

xx=01-15

Default value: 01

Example: <1/SFA=01’cr’

>0001/SFA=’cr’’lf’

SFA =

SFA?

SFA*

SFA?

SFA=xx

(See Description of

Arguments)

Summary Fault

Status

E

N/A

1 byte

Query only.

Returns the condition of the summary fault relay in the form x, where:

0 = Not Faulted (SumFLT_COM J6 pin K is not connected to SumFLT_NC J6 pin M)

1 = Faulted (SumFLT_COM J6 pin K is connected to SumFLT_NC J6 pin M)

Example: <1/SFS?

>0001/SFS=0’cr’’lf’

SFS=

SFS?

SFS=x

(See Description of

Arguments)

SNMP

Authentication

Trap

Enable

SNA=

1 byte

Command or Query.

Sets or returns the SNMP Authentication in the form x, where:

0=Disabled

1=Enabled

Example: <1/SNA=0

SNA=

SNA?

SNA?

SNA=x

(See Description of

Arguments)

SNMP

Enable

SNM=

1 byte

Command or Query.

Sets or returns SNMP in the form x, where:

0=Disabled

1=Enabled

Example: <1/SNM=0

SNM=

SNM?

SNM?

SNM=x

(See Description of

Arguments)