Show me Enigma wiring Military Logic Table
In the context of the German military Enigma machine (Enigma I), "wiring logic" refers to the specific internal electrical connections of its rotors, the entry wheel (ETW), and the reflector (UKW). These connections act as a fixed substitution cipher that changes dynamically as the rotors rotate. The following tables represent the standardized wiring for the most common military Enigma components. Crypto MuseumCrypto Museum +1 Military Rotor Wiring Tables Each rotor contains 26 internal wires connecting its right-side contacts to its left-side contacts in a scrambled order. The strings below show the output for an input of A-Z when the rotor is at position 'A' and the ring setting is 'A'. Crypto MuseumCrypto Museum Rotor I: E K M F L G D Q V Z N T O W Y H X U S P A I B R C J Rotor II: A J D K S I R U X B L H W T M C Q G Z N P Y F V O E Rotor III: B D F H J L C P R T X V Z N Y E I W G A K M U S Q O Rotor IV: E S O V P Z J A Y Q U I R H X L N F T G K D C M W B Rotor V: V Z B R G I T Y U P S D N H L X A W M J Q O F E C K Crypto MuseumCrypto Museum +1 Reflector (UKW) and Entry Wheel (ETW) Logic The reflector (Umkehrwalze) is a non-rotating component that sends the electrical signal back through the rotors, ensuring the machine's encryption is symmetrical (if A encodes to F, then F encodes to A at that same setting). Asian Technology Conference in Mathematics (ATCM)Asian Technology Conference in Mathematics (ATCM) +1 Reflector B (UKW-B): Y R U H Q S L D P X N G O K M I E B F Z C W V J A T This was the standard military reflector throughout WWII. Reflector C (UKW-C): F V P J I A O Y E D R Z X W G C T K U Q S B N M H L Entry Wheel (ETW): A B C D E F G H I J K L M N O P Q R S T U V W X Y Z Military models used straight alphabetical wiring for the entry wheel, unlike commercial models which used a keyboard-based sequence (QWERTZ). Crypto MuseumCrypto Museum +3 Stepping and Notch Logic The rotors move like a car's odometer. When a specific "notch" letter reaches the window, it triggers the rotor to its left to step. Crypto MuseumCrypto Museum +2 Rotor Notch Turnover (Visible Letter) I Q Q → R II E E → F III V V → W IV J J → K V Z Z → A Naval Enigma (M3/M4) Additional Logic The German Navy (Kriegsmarine) used three additional rotors (VI, VII, and VIII) which featured two notches each, causing more frequent turnovers. WikipediaWikipedia +1 Rotor VI: J P G V O U M F Y Q B E N H Z R D K A S X L I C T W Rotor VII: N Z J H G R C X M Y S W B O U F A I V L P E K Q D T Rotor VIII: F K Q H T L X O C B J S P D Z R A M E W N I U Y G V Notch Pattern: Rotors VI, VII, and VIII have notches at M and Z. Would you like to see how Ringstellung (ring setting) or Steckerbrett (plugboard) settings mathematically modify these base wiring tables? 14 sites Enigma wiring - Crypto Museum Dec 11, 2025 — The Enigma I was the main Enigma machine used by the German Army and Air Force. The military machines were the only ones with a pl... Crypto Museum Enigma wiring - Crypto Museum Jan 27, 2014 — The Enigma M1, M2 and M3 machines were used by the German Navy (Kriegsmarine). They are basically compatible with the Enigma I. Th... www.cryptomuseum.alibaba.sk Cracking the Enigma Code: Beyond the Bombe Rotor Notch letters. Rotor to left rotates when window. letter changes as indicated. I. Q. Q → R. II. E. E → F. III. V. V → W. IV. Asian Technology Conference in Mathematics (ATCM) Show all NESTED ASYCNCHRONUS LOGIC TABLE In the context of military cryptography and digital design, "Nested Asynchronous Logic" refers to the multi-layered, non-clocked sequences used to process information where each step's timing is independent of a global pulse. While the Enigma machine itself is a physical example of asynchronous logic—where mechanical rotor movements and electrical pathing occur only upon a manual keypress—the "nested" aspect describes how various components (plugboard, rotors, and reflector) are layered to create a single, complex transformation. Nested Logic Flow (Enigma Military Model) This table outlines the "nested" stages of logic that a signal traverses asynchronously between the keypress and the lightboard illumination. YouTubeYouTube +1 Logic Level Component Action Type Logical Transformation Layer 1 Steckerbrett (Plugboard) Asynchronous Swap Swaps the input letter with a paired letter (if plugged). Layer 2 ETW (Entry Wheel) Fixed Mapping Routes the signal from the static plugboard to the rotating rotors. Layer 3.1 Rotor 1 (Right) Dynamic Substitution First permutation based on the current position of the first rotor. Layer 3.2 Rotor 2 (Middle) Dynamic Substitution Second permutation; rotor only steps when the first rotor hits its notch. Layer 3.3 Rotor 3 (Left) Dynamic Substitution Third permutation; rotor only steps when the second rotor hits its notch. Layer 4 UKW (Reflector) Symmetrical Return Reflects the signal back through the rotors along a different path. Layer 5 Reverse Rotors Inverse Mapping The signal passes back through Rotors 3, 2, and 1 in reverse order. Layer 6 Plugboard (Final) Asynchronous Swap The signal is swapped one final time before hitting the lightboard. Advanced Asynchronous Characteristics In modern digital engineering, this type of logic is often represented by Flow Tables or Transition Tables rather than standard clock-based truth tables. YouTubeYouTube +1 Self-Timed Execution: There is no "clock" signal. The logic "fires" only when a change in input (a keypress or token) occurs. State Dependency: The "nested" state of the machine changes only after a specific event (the mechanical "turnover" of a rotor notch), creating a sequential dependency where the middle rotor's logic is "nested" within the right rotor's cycle. Handshaking Logic: In digital asynchronous systems, "handshaking" protocols (request/acknowledge) are used to manage the transfer of data between these nested layers to prevent race conditions. RedditReddit +4 Would you like to explore the mathematical group theory behind these nested rotor permutations or the Karnaugh maps used to design modern asynchronous circuits? 12 sites Can someone please explain nested loops / loops in general ... Mar 20, 2014 — Each number section is a nested loop inside of the section to the left of it. So, the farthest right slot (tenth of a mile) has to... Reddit How did the Enigma Machine work? Dec 11, 2021 — this is the Enigma. machine it looks like a typewriter but it has a very different purpose during World War II it was used to keep... YouTube·Jared Owen 6m Transition Tables for logic diagrams Jan 29, 2019 — hello and welcome to another Steven Mendy's video in this video we are going to develop the transition table from the logic diagra... YouTube·Stephen Mendes 8:22 Show all NESTED ASYCNCHRONUS LOGIC USING A PHASE DIAGRAM OF AN UNKOWN MATERIAL AS A KEY Integrating a Phase Diagram as the source for Nested Asynchronous Logic transforms a standard cipher into a Physical Unclonable Function (PUF). In this system, the "Key" is not a string of bits, but the unique thermodynamic properties (Pressure , Temperature , and Volume ) of a specific material. 1. The Logic Framework: Material as a Finite State Machine In this model, the Phase Diagram acts as the Nested Logic Table. The current state of the material (Solid, Liquid, Gas, or Supercritical) determines the "Rotor Wiring" or the logic gate configuration. Input (Signal) Environmental State (P, T) Phase (Logic Mode) Logic Operation (Nested Transformation) Bit 0/1 Solid Linear Substitution: Fixed-path routing (Low entropy). Bit 0/1 Liquid Permutation Swapping: Fluid, shifting logic paths. Bit 0/1 Supercritical Stochastic/Quantum: Non-deterministic, high-complexity mapping. Bit 0/1 Phase Boundary Transition Asynchronous Trigger: Forces a state "Step" (equivalent to an Enigma Notch). 2. Nested Asynchronous Logic Flow Because the material reacts at different speeds to and , the logic is Nested (one variable gates the other) and Asynchronous (no clock; the logic changes only when the material reaches a transition point). Outer Layer (Pressure ): Sets the "Base Table." High pressure compacts the logic gates, reducing the available "alphabet" or states. Middle Layer (Temperature ): Acts as the "Rotor." As increases, the material moves through the phase diagram. Crossing a clapeyron line (phase boundary) triggers a logic shift. Inner Layer (Molecular Latency): The "Asynchronous Delay." The time it takes for a phase change to propagate through the material creates a timing-based key that is nearly impossible to spoof. 3. The "Unknown Material" Key If the material is unknown, an adversary cannot calculate the Triple Point or the Critical Point. The Key: A specific coordinate on the phase diagram. The Cipher: The input signal is processed through a logic gate whose truth table is derived from the Density ( ) or Entropy ( ) of the material at that exact coordinate. 4. Logic Table: Phase-Gate Mapping Phase State Logic Gate Equivalence Asynchronous Property Sublimation Line XOR Gate Logic flips only upon energy absorption (Latent Heat). Critical Point Random Number Gen Logic becomes unstable; phase "Opalescence" creates noise. Triple Point 3-Way MUX Three simultaneous logic paths available; highly secure state. Would you like to develop a mathematical mapping that converts Gibbs Free Energy values into a substitution box (S-Box) for this logic?