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Toggle switch terminal numbering

 
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Bubblehead



Joined: 26 Oct 2007
Posts: 48
Location: N. Richland Hills, TX

PostPosted: Sat Nov 19, 2011 7:09 am    Post subject: Toggle switch terminal numbering Reply with quote

I'm rewiring the panel in my RV 8 to Z-11 and am getting some confusing results on a couple of the 2-10 switches. I would like to verify the numbering of the terminals.

With the keyway up, looking at the back of the switch, I am numbering the terminals starting in the lower left corner going up the left side, then from lower right to upper right. This is what is shown on a document "Micro Switch vs. Carling Terminal Numbering..." and Z-19.

Am i doing the numbering correctly? These are switches with Fast On tabs from B&C.

Thanks,

John


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John
Keller, TX
RV-8 N247TD
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tim2542(at)sbcglobal.net
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PostPosted: Sat Nov 19, 2011 9:58 am    Post subject: Toggle switch terminal numbering Reply with quote

I had my panel CNC cut with the locating tabs on the top, which I assumed was correct for all of the Carling/BNC switches. I found out later that is not correct, some are "OFF" in the "UP" position with the locating tab on top. I was able to just replace those SPST with DPDT and fix the issue as I wanted everything that was "OFF" to be "DOWN". Bob has legend on his web site for the terminal numbers, here's a copy if it goes thru.
Tim
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 wdcNDM1tzSxMjGxemfZe94BL4TDw7yBwZ5+UU+fCMRIlNRyxZqRGQo1u0Aweko3ZhTxRjjndR1uf656MNykgSDZsNDDyWHvJ4d+uuSYV9kUnVqUXtRU1dpfWttSWttU3dzR2NZRXt1UUtFS3Nhb2zNS0z1U2cj77ti1DRsPXrwZLFAijd3SquZBgUzdJ5HWtXc0dPMqW7peVre8rGkrbRnIrWgLS8hzDHy+68DJk2ccZCoUIRmYNIBCcfI+664mO/Tl2EPzjeQhnKa0ozN1/qxR12zxN3wJz/IJrQZGlAB04uSdP/3J0sT0nRXL3n5rucWHH6wJczqRZnc42fFiZoR9aapzUuQtB7tf9n+603LV6i07du/c/umej3ad/v4bb6fbmbGeNS8DmktcU4POV2fdt7n03bJlpiYrLZebWv3hz+8+dQ4elMt6BRK+QNTdJ2R/qQwxqMaNsBm9JLWjLHu20JtX8Odlv/gsSA2CCpnI/Zn97u1fnvzFqaCuIya1NCG7sryuizcgHpSOSEaUwiFZv2ionddXWNuZXdXZ1D9cWt10+senP11wvXwjsq1PWlTVU1LZiZFaGEX6xeIuwWC3cLipe6C4ujmluCGnujMkJs/VN/7zr34+c9ZZPKzB6JnhI9fLIDMTaA7Q/Imfc4KZOt+I/ULPQM6dhLPPtio0wIhac+6i7e/+ZLLSzGTZirfftjAzN112+chGfuXd0qwbIb7nrvz8l0+27bRa9e466w8+2LTzwIHvDh48uWXL3g+3fbr3y8MHDp35/uT5O3evRYU45mb773hvs8Uyq5UmFtYW68xMd9o7BEpGRngDop7+wZ7+walfqSNmsj6nAXNRsUHPav5cfm+s8BfK9xilBUBIOSJ2dXfauePLk+ccypr5iRkVmfkVfYPCQalMODQilWukCo1UoRkQy9oE4vSK+uSixpLa9nOXff3Dim7ced7QNZiS 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 sW5u9Zmr1vabZlrdWmdas2WK5cY2q2do31xq/2Hnh/096ffnwiGJLxB6QseyWIGDxVp0VIHft37Ril4wSALfEM1X6Rbt6ouDHKBezkuKi04ueffrGxsXVz82ZVBEQphVqeEP9i146vjp+6k5xfm5Bd1NzN6xOIBWLZ0IhqWKnRILhUrhYPKwYkw42doqSs5pj0hotXov1Dsi/eCfGNSMrIKa6sa6ptamvp7O/uE0E4AePk4LCiSzDU1NNbUN0ck1URlZp39Ifr3/7lQXO3iNCOYySDkFpcOybXQBevXI9LSiW1Y/D0b3rBs2+9zk32gMEfn9D68SXjr17j0ze72LJ2bi7k1nAzMpzWoaRWDSHDI1KBoCO/IH/Xjk/s7p4Jcn3o+uT4i+A7Xs8uPrj6zZ0LB2+eP/rj0S9OHvn82LdfbXt36xrTdRbLLVetXP3B2s3njx+6e/nkjZ+PXjl58PqZw1dOfP3w4uFQ90sPbx4//M2ejz7aunb1R4f/co0nEPcKh/kDw528QZkShA3uN0I4PSRXD0pHFADMZS5O7VnB/y3Z3SidGdmwXEVT+lH9xKlTP7Z29lC6MRijVRplfNzzXTu+Ovz99YScypjUoqrGFl5/X69AxBeIeQOifpG0VyjhDYja+nqr2rsCXlSklXRfvB7iFphxosFLlQAAIABJREFU9V50XEZZWGRSSWVtaVVdVX1TcxevX65idGMAiLf3CKqa2xJyiqPTS+Kyik+fvfeXIw+buwYxegwlaITUkrpxOweX6Jj4v/9zktCOcU2doaob3YPlLhq3ntSOLhl/9Vd8zo3OuUkRpRhKO8rQoxoNrBudwNn/xEoNy8Tiwd7Guurym+e/7yr25pXd41Xdqsh/EB18vCjpdm2+d2Gms6grpbM2pKY48tv9n7+z0uLPS00tTNd9/N4m/6c/Pfc7l/b8dnHqs7oCr5aqF+U5Dq2ltlkR1 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From: Bubblehead <jdalmansr(at)gmail.com>
To: aeroelectric-list(at)matronics.com
Sent: Sat, November 19, 2011 7:09:20 AM
Subject: Toggle switch terminal numbering

--> AeroElectric-List message posted by: "Bubblehead" <jdalmansr(at)gmail.com (jdalmansr(at)gmail.com)>

I'm rewiring the panel in my RV 8 to Z-11 and am getting some confusing results on a couple of the 2-10 switches. I would like to verify the numbering of the terminals.

With the keyway up, looking at the back of the switch, I am numbering the terminals starting in the lower left corner going up the left side, then from lower right to upper right. This is what is shown on a document "Micro Switch vs. Carling Terminal Numbering..." and Z-19.

Am i doing the numbering correctly? These are switches with Fast On tabs from B&C.

Thanks,

John

--------
John
Keller, TX
RV-8 N247TD


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nuckolls.bob(at)aeroelect
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PostPosted: Sat Nov 19, 2011 10:09 am    Post subject: Toggle switch terminal numbering Reply with quote

At 09:09 AM 11/19/2011, you wrote:
Quote:
--> AeroElectric-List message posted by: "Bubblehead" <jdalmansr(at)gmail.com>

I'm rewiring the panel in my RV 8 to Z-11 and am getting some confusing results on a couple of the 2-10 switches. I would like to verify the numbering of the terminals.

The best way to verify any switch is with a
continuity test. I believe the differences between
Carling vs. Microswitch went away some years ago

In July 2008 there was conversation here on the list
where someone noted that a 700-2-10 switch from Carling
did not conform to the difference-data published
earlier. I think I recall pulling a recent Carling
switch from my inventory and found that the later
production conformed to the legacy 'standard' offered
by other manufacturers. This prompted a letter to
Carling

http://tinyurl.com/7fvc2wt

for which I received no reply.

I should probably take those 'difference' papers
down. They apply only to S700 series switches
produced some time ago . . . but no doubt still
flying.

In any case my friend, YOU have a switch and I
presume an ohmmeter which which you can accomplish
tests that the rest of us can only guess about.
Fortunately, it's not complex . . . it's either
heads or tails!



Bob . . . [quote][b]


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Bubblehead



Joined: 26 Oct 2007
Posts: 48
Location: N. Richland Hills, TX

PostPosted: Sun Nov 20, 2011 2:56 pm    Post subject: Re: Toggle switch terminal numbering Reply with quote

I worked through the switch as best I could with an ohm meter before I posted. It was tough going because the switches were in the panel and wired up to the wig-wag flasher. There was not a lot of room. I had found a sketch I had made with the pin assignments wrong on it but could not figure out the source of that diagram. All in all I was just trying to get one more piece of information to trouble shoot a problem.
The wrong pin assignments in my sketch had me wiring things wrong. They are corrected now and everything works as designed/desired.


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Keller, TX
RV-8 N247TD
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