![background image](http://html.mh-extra.com/html/parker/690-series/690-series_product-manual_755642058.webp)
1-50
Programming Your Application
690+ Series Frequency Inverter
LOGIC FUNCTION
These generic function blocks can be configured to perform one of a number of simple
functions upon a fixed number of inputs.
Logic Func 2
OUTPUT [188]
–
FALSE
FALSE – [185] INPUT A
–
FALSE
–
[186] INPUT B
–
FALSE
–
[187] INPUT C
–
NOT(A)
–
[189] TYPE
–
Logic Func 4
OUTPUT [198]
–
FALSE
FALSE – [195] INPUT A
–
FALSE
–
[196] INPUT B
–
FALSE
–
[197] INPUT C
–
NOT(A)
–
[199] TYPE
–
Logic Func 6
OUTPUT [208]
–
FALSE
FALSE – [205] INPUT A
–
FALSE
–
[206] INPUT B
–
FALSE
–
[207] INPUT C
–
NOT(A)
–
[209] TYPE
–
Logic Func 8
OUTPUT [218]
–
FALSE
FALSE – [215] INPUT A
–
FALSE
–
[216] INPUT B
–
FALSE
–
[217] INPUT C
–
NOT(A)
–
[219] TYPE
–
Logic Func 10
OUTPUT [228]
–
FALSE
FALSE – [225] INPUT A
–
FALSE
–
[226] INPUT B
–
FALSE
–
[227] INPUT C
–
NOT(A)
–
[229] TYPE
–
Logic Func 12
OUTPUT [1354]
–
FALSE
FALSE – [1351] INPUT A
–
FALSE
–
[1352] INPUT B
–
FALSE
–
[1353] INPUT C
–
NOT(A)
–
[1355] TYPE
–
Logic Func 14
OUTPUT [1364]
–
FALSE
FALSE – [1361] INPUT A
–
FALSE
–
[1362] INPUT B
–
FALSE
–
[1363] INPUT C
–
NOT(A)
–
[1365] TYPE
–
Logic Func 1
OUTPUT [183]
–
FALSE
FALSE – [180] INPUT A
–
FALSE
–
[181] INPUT B
–
FALSE
–
[182] INPUT C
–
NOT(A)
–
[184] TYPE
–
Logic Func 3
OUTPUT [193]
–
FALSE
FALSE – [190] INPUT A
–
FALSE
–
[191] INPUT B
–
FALSE
–
[192] INPUT C
–
NOT(A)
–
[194] TYPE
–
Logic Func 5
OUTPUT [203]
–
FALSE
FALSE – [200] INPUT A
–
FALSE
–
[201] INPUT B
–
FALSE
–
[202] INPUT C
–
NOT(A)
–
[204] TYPE
–
Logic Func 7
OUTPUT [213]
–
FALSE
FALSE – [210] INPUT A
–
FALSE
–
[211] INPUT B
–
FALSE
–
[212] INPUT C
–
NOT(A)
–
[214] TYPE
–
Logic Func 9
OUTPUT [223]
–
FALSE
FALSE – [220] INPUT A
–
FALSE
–
[221] INPUT B
–
FALSE
–
[222] INPUT C
–
NOT(A)
–
[224] TYPE
–
Logic Func 11
OUTPUT [1349]
–
FALSE
FALSE – [1346] INPUT A
–
FALSE
–
[1347] INPUT B
–
FALSE
–
[1348] INPUT C
–
NOT(A)
–
[1350] TYPE
–
Logic Func 13
OUTPUT [1359]
–
FALSE
FALSE – [1356] INPUT A
–
FALSE
–
[1357] INPUT B
–
FALSE
–
[1358] INPUT C
–
NOT(A)
–
[1360] TYPE
–
MMI Menu Map
1
SETUP
2
MISCELLANEOUS
3
LOGIC FUNC
4
LOGIC FUNC 1
4
LOGIC FUNC 2
4
LOGIC FUNC 3
4
LOGIC FUNC 4
4
LOGIC FUNC 5
4
LOGIC FUNC 6
4
LOGIC FUNC 7
4
LOGIC FUNC 8
4
LOGIC FUNC 9
4
LOGIC FUNC 10
INPUT
A
INPUT
B
INPUT
C
TYPE
OUTPUT