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Pq9b+R/czUorL/4SXQf+g3pv/gXH/jR/wAJLoP/AEG9N/8AAuP/ABoug+r1v5H9zNSisv8A4SXQf+g3pv8A4Fx/40f8JLoP/Qb03/wLj/xoug+r1v5H9zNSisv/AISXQf8AoN6b/wCBcf8AjR/wkug/9BvTf/AuP/Gi6D6vW/kf3M1KKy/+El0H/oN6b/4Fx/40f8JLoP8A0G9N/wDAuP8Axoug+r1v5H9zNSiq9pfWmoRGWyuoLmMNtLwyBwD1xkd+R+dFMyacXZniYAVQoAAAxwMCqNjxe3o/2wf50sbamyKStuOP4s5/SqtsL43lzsaIPkb89PbFc5+jxh7sldf0yzrH/HkD/tir1Y+ox3otszyRtGGHCirIh1LAzdRg/wC6P8KBuC5FquoQf8hm6/3V/kKs3XNnN/1zb+VZUcF0dTmQXGJQuWfHUcVYuLK5EEjNeswCklduAf1oKlCPMve7FjTP+QfF+P8AM1BrAH2aM+kg/kahsrKaW0R1u5I1OcKueOfrUeo2bwQrI1w8vzbcNR0KjGPtt+pt1l3pA1W1OQOmfzpw0hMAGeQ1UubGOK9hhV2KyYyT160MmlGHNpL8DaMiDq6j6msuWaMa1G+9doXBbPHQ1N/Y9t/ek/Mf4VTlsoo9SigBYo4ycnnv/hQOkqd3Z9DVN3bgf6+P8GFZtzdRHVIZVcFFABI/H/Grg0y0HWMn6sao3FpDHqUMSriN8ZGfehjpezu7X2ND+0rT/nt/46f8KzdSu4rlovKJITOSRj0/wrT/ALPtR/yxH5ms/VbeKHyjGgXOc4/ChhR9nzrlvcs/2vb4+7J+Q/xqvealHPbtEiP82OW+taK2tuoAEMfH+yKgvoIlspCsaAgZBCgd6NSYSp8ysija6l9ngERi3Yzg7sVKdYJ+7B/49/8AWqfTEX7GG2jJJycVeoHUnTUn7v4nOpcyLd+eoG8knHbmrn9oXrcLAOfRDSRqBrZGOMk/pWvSLq1Ipr3ehhXM93JHiZGVCf7mBTbZrwIVt9+3POB3rU1D/jxl/D+Ypmlf8ef/AAI0WGqi9ne3UqbNSfvJ/wB9AVVuI50cefu3EcEnNdEaytY/5Y/8C/pQFKs5TSsivHY3MkYYYCkZGWqT+ypz1eP8z/hWpb/8e0X+4P5VJRYh4id9Dnbi3e2k2PgnGQRVuLS2dFZpQuRnAGaTVv8Aj5T/AHP6mtSLmFD/ALIoNJ1ZKCa6lAaQO8x/75/+vVW8tPspXD7g2e1blZmrdIvx/pQTSqzlNJsbaafHNAsjs2W7CrA0y3H98/jT7D/jyj/H+ZqzQROpPmauULjT4Ft3ZFIZQTnNU7CFJrghxkBc4rWuf+PWX/cP8qzNL/4+W/3D/MUGkJydOTbNIWsA/wCWKfitL5EQ6RIP+AipKDTOfmfcydTiRHjZQBuBBAHpVGtHVf8All+P9KzqTO+i7wQUUUUjUKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPZfhL/AMirdf8AX8//AKAlFHwl/wCRVuv+v5//AEBKK6I7H5pm/wDv1T1OJBDAEEEHkEVRs/8AkIXv1X+tC6TAqgb5M45w2M1VtrBHvLlPMlURkAFWwTn1rE+3jGHLKz/DzLWrf8eDfUVdrH1GyWC2DiaVvmAw7ZFWf7OkCgLezjH+1xQNxjyLXv8AoJD/AMhu4/65j+lW7n/j1m/3G/lWTHaSnUpoxcurKuTJ3PT3qxPZXK28hN67AKSVI6j86CpRjzL3uxPpf/IOi/H+ZqHWf+PNP+ug/kahsra7e0V4rnYpzhce9RahDdxwqZ5hIm7AA9aOhUYL2179TcrLvv8AkKWv1H86eIdUAH+kRdO4/wDrVSulvBexCRlaXjYR060MmlTSlujdrMuf+Q1b/wC7/jS/8TUdkPtxVKVrw6ghdR54xtAxihjpU7N6rY3qzLv/AJC9t9B/M043Gpg4+zR/h/8ArqhPPcteo8keJVxtUChsKVJp7rY6CsrWukP/AAL+lL9uvgObQ/gpqnfXM05QTReXtzgYI/nQ2OjSkpps36rX/wDx4y/T+tU11aQL81vnjqDj+lRXOpmeBovJ27u+7P8ASi5MKE1JaF3TP+PFfqf51crFtNR+zQiMx7gDnIOKn/thO8LfnRcdSjNybSGR/wDIcP1P8q1qwEu9t/8AaSvBJ49ulaH9r2/9yX8h/jQVVpTbVl0JdQ/48Zfw/mKj0r/jz/4Ear3eoxTWzRor5bHUU2xvoreAxyBs5yCBQCpy9la3U1zWVrH/ACx/4F/SrP8AadsR95v++aoahdR3LRiPJC5yT7//AKqTFRpyU02jWt/+PaL/AHB/KpKpQX9uLeNWk2sFAIINSC/tT/y1H5GmZuErvQoat/x8p/uf1NakP+oj/wB0fyrH1GaOe4UxtuAXGa0oLqAwoPNQEKMgnFI1qRfs46FmszVukX4/0q99og/57R/99Cs7VJY5DGEcMRknBzQyaEX7RFyw/wCPKP8AH+ZqzVSwlj+yIu9dwzkE+9Wgyk4DAn60yKifMyO5/wCPWX/cP8qzNL/4+W/3D/MVpXTBbWUscZUj8azdMYC6IJ6qQP0pG1P+FI16DRQaZzGZqv8Ayx/H+lZ1aOqkbohnkAnFZ1Jno0fgQUUUUjUKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPZfhL/yKt1/1/P8A+gJRR8Jf+RVuv+v5/wD0BKK6I7H5pm/+/VPU+bb3xn4gg1DUIY9QxHC7LGDDGcAOAOSvPHrXTeDtWvr/APtaS5n8x0ildTsUYKsgHQf7R/Oiiikk6d3/AC/5HBmGNxMKFZxqSVmur/midN46/wBA0y4Nt8hSySZe+HNwEzz/ALPFcLP4p1pPte28x5ezb+6TjPXtRRWeG1pxb7v/ANKR3VMXX9lR996wi93u7ajJvEerRTXsyXWJBsAPlr3x7U668T6xsvU+2fKoQAeUnAPXtRRWsUtPl/7aYLGYl2/eS+9+RseGtWvrjUr61ln3QQWryRrsUbWC5znGetbN7K8sl3G5ykV5KiDHQLCrAfmTRRW+EhGU5pr/AJdyfzstfUFjcT9Yh+8l8N93vd6m5q6i1njWEbQYZXPflWjA6+zH86y5VD3k7sMtDOqIfQbmGP0oorhf+7Rl1978jLKcbiZ0IylUk3y933mabKAdTwP9RYXM0f8AsujkKfwApun2cFxaJeSx7rgFBvyRwYAx46dSTRRXTjYqOIxCirJRVvL0O+eKrrAVJqbv7ut3fWUr/eN1wfY9d0i2g+SG4fEq9d37pW6npyT0rInJa/0Zz96a5kjc+qh5AB+gooronCPLT03T/wDSpHzOPzLGwrJQrSWstpP+95mjqbtbyXIiO0JeSRL3woUkCqOkAaperHejzVWe1QD7vDuobpjqKKKyoxi6FJtav2f4xV/v6n1WKxVeFJSjNp8y6v8Auf5v7ze0WCO71HWYp13JbJAYhnG0tDMx6deUU8+lU7+CNotGQrlbpbszD+8Yz8n0x7fjRRXNi1y4nDxWzlG/n+6i9fnr66nk5NjsVPMYwnUk1bZt/wAqJILG2j1Ka3SICJbq4QLyeFhdlGevBANP0qytbrSdYmmgR5Le8niiOMbVXyMD3++3X1+lFFdmGhF4aMmtbUfx3+/r3IzvMMXTjVcKslaMdpNfzeZANKsv+Eh0+DyB5UunQXDruOC7SAMevcdulN02wtLkAywI2YJHPGORNGo6ezEfjRRXl5S+fDtz1fL1/wC3j28RjMSsuhNVJX73d/8Al5/kvuRzGjMbxT5+GxeRRcDHym4iQjj/AGXYfjU11GkeuW9sgxE9xdoy+oRmCjPsAKKK9LN4Rp5lUhBWSWy2+C5w08wxfsqj9rLRr7T/AJG+/cpWDtP/AGP5h3faBN5vbdtzj6fhRYO0/wDY/mHd9oE3m9t23OPp+FFFY1Ypc1l3/wDcn+S+5BPMMXr+9l1+0/73mFg7T/2P5h3faBN5vbdtzj6fhRYO0/8AY/mHd9oE3m9t23OPp+FFFFWKXNZd/wD3J/kvuQTzDF6/vZdftP8AveYWDtP/AGP5h3faBN5vbdtzj6fhRYO0/wDY/mHd9oE3m9t23OPp+FFFFWKXNZd//cn+S+5BPMMXr+9l1+0/73mb3hKxttTTTjeR+aZjH5nzFc5a5B6Y/wCeafl7mqWmwx3CIZV3E2s0h5x8yoxB/MCiiniYpY+pBLRU4u3S99/U9CnjcS68F7SVrPq/7/8AkvuOt0bw/pd3LfrPa7xFePEn7xhhQ4AHB9DXPXdlbxaGtykeJTbq+7cevlxNnH1ZvzoopZfFTqyUlf3o/lI8yhmGMdRp1ZfCvtP+WPmRzWkCalYRKmElnjRxk8giLP8A6E351v3Wh6dFrOmwJb4imm2yLvbkeaV9fQYoorzsTJqhNp66/oelmmNxMKcXCpJejfc5WH5jpeSf3+zzOTzmYKfpxxW79htxNqo2viBUMf7xvlJlCnv6UUV7NaEVhnJLXmj/AOnor8tPTQ8jFZhjFmcqaqy5e3M7delyO50+1F1cjyydl9FEMuT8paQEdf8AZH5VsReHtLa4VTa5U3UsePMb7omkUDr6KB+FFFc2Kio4uUUtLR/OH+b+87p4/FKrRSqy15+r6KduvkvuMVdNtDLpymLia1eST5jyw24PX3NXdR0bT4NFmuI7fbKsoUNvY4GfrRRRKK51p1/WRwZNmWNqKPPWk9t5N/afmV9N0uyuNThhlh3RsbfI3EZ3Rlm79zTLHTLOaMGSHJ8+BPvHo0MbN37lifxoortoU4OrFNL4YfjucmY5pjoRq8taatNr4nty+oLplobW8fyfmjgjdDuPBM+w9/7vFUfskGdW+T/UW8Tx8n5SYwSffk96KK56EYundrov/SUfS4PG4mWIpxlUk05tbvaxbh061fW7C3aLMUssquu48gSMo7+gFU7a1hkm09WTIls7qV+TyyNOFP4BF/L60UV24OlTklzRT36f3an+S+5HjQzLGOg37aV/ZJ/E9/ayV997aX7aEtzZW8epXESx4RNTNuo3HiPzguPyOM9a27/Q9Oh0C5uo7bbMllDKrb2OGYvk4zj+EflRRXPWpxWIgktP/t7floejWx2KVRJVZbLq+1Pz8397I9E0XT7uS5E9vvCebt+dhjAiI6H/AGm/OuZ8SxJp9vO1qPLZZtgOc4G+Qd/ZR+VFFeVF/wC2Vo9FHRdvekZ5Nj8XUceerJ/u09ZN68u++50q6Lp5tpHNv8w3YO9u0bN6+oFQ2Wk2Mt1GjwZU2EcxG9vvl2BPX0AoorTB+9hOaWrt/wDIlUsfinSxLdWWk5pavRJuyWpTuNPtU0XSLhYsS3CkytuPzcn346dq0G0ewElwPI4TUUgX524QtGCOv+0eevNFFd9eEVTptLeUv/SkefUzLGpK1aWz+0/5peZmR2Ns0+oqY+ITH5fzHjMW4/rWvJomnLod3cC3/ex2s8itvbhlK4PX3NFFPHwjGinFW96X6nm4rNcfHHKKrzty09OaXVRv169TL1fT7W10e5nhi2ypfzwq24nCKhIHJ9RWpY6Jp00GuNJb5NrI6wne3ygQROO/PzMx59aKKxcY/Vua2vv/AIKNj0p5ljf7Sow9tKzhdrmdr6eZKmg6afE0Fmbb9wwOU3tz+63dc561S/smx+yh/I+b7A02d7ffEET56/3mY/jRRXl0JN8t3/y7pv5t6v1fU9GeOxXLD97L/l11fVq/Xr17k8Oi6e/nbrfO2UKPnbp57r6/3VA/Cl0HRNOvZdXFxb7xb37QxfOw2oGUY4PPBPWiiubMakoYapKLs04nDUzHGKNS1WWlvtPtDz8xsei6e2mWUxt/3kl5FE53tyrXBQjr/dAFY7WduLFJBH85s55Scn7yralT+Hmyf99ewwUV3Sb+q1pdVOy9Ls9bE43ErFyiqkrer/5+Jflp6aG5qOh6dBpME8dvtka8u4i29jlUklVR17BV/KsuPT7VooWMXLRqx+Y8kiX3/wBlfyoor2MDThLDxlJJvT/245pY/FfVoy9rK/q/5p+fkht5YWsWneakWH8mRs7j1FzsHf8Au8VPd6ZZxQXbJDgxugX5jwCXz3/2R+VFFYckeS9vtzXyUpHWsZifbUF7SWr11evv2/IzJLeJXuAE4SZ1Xk8ASMB+gFaEWm2jG3zF99nDfMecPgd/SiiuzE0oLATmoq+uvXaJnjcbiY4ShKNSSbSvq9djI8RRpYXciWw2KpbAznpeSR9/9hQPwz15rrbzQdMisLCRLbDy2wkc+Y3LZHPX3ooqatKCTsl8Uv8A0o4s1zDFwy2E4VZJ8stVJ3+L1O28DItjo91DbDZH9skOOvoO/sBRRRXJhlemm/P82Yc0qkpSm7u8t/Vn/9k=)
DIMENSIONS
in Inches (Millimeters)
7000 SERIES/HIGH RELIABILITY REED RELAYS
7000 Series High Reliability Reed Relays
e 7000 Series is ideally suited to the needs of Instrumentation, Data Acquisition,
Process Control, Telecommunications and General Purpose requirements. e speci-
cation tables allow you to select the appropriate relay for your particular application.
ese models are specically designed for high quality and reliability with versatile
switching capabilities and contact forms. If your requirements dier, please consult
your local representative or Coto’s Factory to discuss a custom reed relay.
7000 Series Features
u
Multi-pole contact forms (Form A, B, and C)
u
Wide range of switching capabilities; Low level, High Voltage, Hg wetted
u
Hermetically sealed contacts for long life and high reliability
u
High speed switching compared to electromechanical relays
u
Potted in metal shell - Magnetic Shield
u
Optional Electrostatic Shield for reducing capacitive coupling
u
PCB mounting versatility - 1.0” x 0.100” grid
u
Optional coil suppression diode oered to protect coil drivers
u
Custom congurations available - consult factory
u
RoHS compliant (N/A 7201, 7202, 7203, 7204)
1.19
.375
.100 TYP.
1.000
.020
.125 TYP.
WIDTH
(9.52) (0.51)
(2.54)
(30.23)
(25.40) (3.18)
.026 Dia. TYP.
Part Number XXXX-XX-1XXX
Model Number
See Tables (7000 Series)
oltage
s
s
s
Diode Options
0=No Diode
1=Diode Included
Electrostatic Shield Options
0=No Electrostatic Shield
1=Electrostatic Shield
Coil Termination
0=End to End
Table #1
WIDTH A B C D
Dimension .410
(10.41)
.500
(12.70)
.660
(16.76)
.760
(19.30)
tel: (401) 943.2686 | fax: (401) 942.0920
07082013