Honeywell CC-TAIN11 24V Digital Input Module 32 Channels

Honeywell Control Circuit Board 51306515-175 CC-TAIN11 Digital Input Module

Manufacturer's Declared Parameters

• Input/Output Model: CC-TAIN11 - 24Volt Digital Input
• CU-PDIL01 - 24Volt Digital Input
• IOTA Models: CC-TAIN11
• Non Redundant 6"
• Redundant 12"
• Input Channels: 32

• CC-PAIH01 HLAI - HART CC-GAIX11 GI/IS Analog Input, Redundant X
• CC-PAIH01 HLAI - HART CC-GAIX21 GI/IS Analog Input, Non-Redundant X
• CC-PAIH01 HLAI - HART CC-TAIX01 AI, Non-Redundant, Coated
• CC-PAIH01 HLAI - HART CC-TAIX11 AI, Redundant, Coated
• CC-PAIX01 HLAI CC-GAIX11 GI/IS Analog Input, Redundant X
• CC-PAIX01 HLAI CC-GAIX21 GI/IS Analog Input, Non-Redundant X
• CC-PAIX01 HLAI CC-TAIX01 AI, Non-Redundant, Coated
• CC-PAIX01 HLAI CC-TAIX11 AI, Redundant, Coated
• CC-PAIM01 AI - LLMUX CC-TAIM01 AI, Low Level Mux, Non-Redundant, Coated
• CC-PAIM01 AI- LLMUX MC-TAMR04 LLMUX-RTD; SINGLE IOP INTERFACE;COMP TERM, Coated
• CC-PAIM01 AI- LLMUX MC-TAMT04 LLMUX-TC; LOCAL CJR SINGLE IOP INTERFACE;COMP TERM, Coated
• CC-PAIM01 AI- LLMUX MC-TAMT14 LLMUX-TC; LOCAL CJR SINGLE IOP INTERFACE;COMP TERM, Coated

Abstract. Let S be the sphere spectrum. We construct an associative, commutative, and unital smash product in a complete and cocomplete category MS of "S-modules" whose derived category DS is equivalent to the classical stable homotopy category. This allows a simple and algebraically manageable definition of "S-algebras" and "commutative S-algebras" in terms of associative, or associative and commutative, products R ∧S R −-> R. These notions are essentially equivalent to the earlier notions of A∞ and E∞ ring spectra, and the older notions feed naturally into the new framework to provide plentiful examples.