IMP-8POT

Every IMP module is fitted with an Addressing S >♠¶ystemaddress selection switch and anaddress ju✔✔mper. The address rotaryswitch allows the addrβ ess of the module to be selected betwγ©εeen 0 ... 15(0h...Fh). If the addres×​♦s jumper isadditionally con≥↕nected, the modulewill answer t₹‍o address 16 ... 31(10h...1Fh)δφ®.The IMP modules are divi π‍✔ded intoModule types,module grou÷÷"₩psdifferent groups or types, for exampledigital>&​ inputs, digital outputs, analoginputs, etc.Each ÷ λmodule within a group musthave a unique addres Ωφs setting, otherwise address conflδ€×icts will result.The address switch on the∞ ≥ IMPmaster is only required if the IMP nod∑Ωeis operated in the INFO-←≠‍÷Link. See:Addressing IMP master.Digita​©₹l inputs IMP-8PIN 8 inputsDiΩ₽&gital outputs IMP-8POT 8 outputsIMP-6P±>☆LR 6 relaysIMP-SSR 3 soli™←↓₩d state relaysAnalog inputs IMP-PT100 4 PT-100÷≈Ω✘ meas. channelsand outputs IMP-FADC 4 ♥​ADC inputsIMP-DAC 4 DAC ₹ §¥outputsCounter modules, IMP-CNT Counter ¶₹↔§inputaxis boards IMP-INC E•α≥☆ncoder inputIMP-SSI Synch. serial interfaceIMP-SM≠✔I Stepper motor indexerIMP-SMC Stepperγ≤ motor output stageIMP-DCM DC motor output ≤₩δstageSpecial modules IMP-SIO Serial interfacγ÷↔es first address: 1Anεφ<¶y sequence is possible for the moββdules on the IMP bus. New modules canb€¶£e added at any time, at any position in ✔λthe IMP bus.Sequenceof the m‌≈odulesIMP nodesIMP module Channel Addre'×δss IMP module Channel AddressIMP-8PIN α÷÷≤0..7 0 IMP-SMI 0 0IMP-8PIN 8..15 1 IMP-I¶¶'$NC 1 1IMP-8PIN 16..23 2 IMP-SMI ¥&✘2 2IMP-8POT 0..7 0 IMP-INC £<3 3IMP-6PLR 8..15 1 IM∑♠•£P-SIO 2..3 1IMP-DAC 0..3 1 IMP-SIO 4..5 2I™‌MP-FADC 4..7 0Addressing exampleIndel AG www.ind↕↔✔<el.ch Tel. +41 (0) 44 / σ≠956'20'00CH-8332 Russikon info@indel.ch✘λ≠ Fax +41 (0) 44 / 956'20'09 0V: X4.1 24V: X3.♣≈γ‌1X1 4X2 40V: X1.124V: X2.10V: X1.124V: X2.10β≥V: X1.124V: X2.1IMP-5V≥‌PSX1 3 2 1X2 3 2 1X3 1 2₽<Ω§ 3X4 1 2 3I/O GndI/O 24V24VI/OFuse+5V↕≠♦γ24VKI/O 24VI/O GndK24VK0V✔₹∑IMP-IOPCX1 3 2 1X2 3 2 1X3 1 2 3X4 1 2 3I/O G÷€±λndI/O 24V24VI/OFuseI/O GndI/O 24VIMP-IOPCX1 &™↑3 2 1X2 3 2 1X3 1 2 3X4 1 2 3I/O GndI/O 24V24VI/ε✘OFuseI/O GndI/O 24VIMP-MASX1 3 2 1X2 3↔∑ ≈ 2 1X3 1 2 3X4 1 2 3S✘™ erialPowerErrorOkRecReceiveTransm&©₹itIMP-PT100+U0 -U0 -I0+U1 ♥ £-U1 -I1-I2 -U2 +U2-I3 β§←↑-U3 +U3X1 4 3 2 1X2 4 3 2 1X3 1 2 3 4X4 1 2 3♣δ 4+I0+I1+I2+I3IMP-8POT0V O0 O10V O2 ®™₽εO3O5 O4 0V0VO0O2O1O3O5 O4X1 4"σ 3 2 1X2 4 3 2 1X3 1 2 3 •€ 4X4 1 2 3 40V0V0V0VO7 O6IMP-★γ₽DACX1 3 2 1X2 3 2 1X3 1 2 3X4 1 2 3Gnd≥≤GndShSh+V2+V3GndGnd+V0+V1ShShIMP-8PI♣₽↑ΩN+ In0 In1+ In2 In3In5 In♠£↕4 +I0I2I1I3I5 I4X1 4 3 2 1X2 4 3 2 1X3 1 2✔↕← 3 4X4 1 2 3 4----I7 I6IMP-8PIN+ In0 In1+ In2 I★₽n3In5 In4 +In7 In6 +I0I2I1ε≥σI3I5 I4X1 4 3 2 1X2 4 3 2 1X♠‍3 1 2 3 4X4 1 2 3 4----I7 I6X1 3 X1 ₽ 2X2 3 X2 2X1 1X2 1D-Sub9-poligX1 3 X1→σ✘ 2 X1 1X2 3 X2 2 X2 1X1 3 X1 2X2 3 ↑≈X2 2X1 3 X1 2X2 3 X2 2X1 1X2 1X1 1X2 1≈∑★≤X1 4 X1 3 X1 2X2 4 X2 3 X2≤₽ 2X1 1X2 1X1 4 X1 3 X1 2X2 ‌>4 X2 3 X2 2X1 3 X1 2←€→X2 3 X2 2X1 1X2 1X1 1X2 1X1₩ ​ 4 X1 3 X1 2X2 4 X2 3 X2 2X1 1X2 1X4‌'λ& 1 X4 2X3 1 X3 2X4 3X3 3TOTx 195TORx 194λβ✘♣ X3 1X4 1X3 4X4 4 X4₩γ 1 X4 2X3 2 X3 3 X3 1 X3 2X4 2 X4 3 X4 1 <βX4 2X3 1 X3 2X4 3X3 3X4 3‍≥X3 3 X3 1 X3 2 X3 3X4 1 X4 2 X4 3In7 ‍•←In6 +X3 4X4 4X3 1 X3 2 X3 3X4 1 ← X4 2 X4 3 X4 1 X4 2X3 4 X3'  1 X3 2X4 4 X4 3X3 3 X3 ≈γ≥1 X3 2X4 1 X4 2O7 O6X3 4X