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- /**
- * Colossus - an emulation of the world's first electronic computer
- *
- * @author VirtualColossus [martin@virtualcolossus.co.uk]
- * @copyright Crown Copyright 2019
- * @license Apache-2.0
- */
- import {INIT_PATTERNS, ITA2_TABLE, ROTOR_SIZES} from "../lib/Lorenz.mjs";
- /**
- * Colossus simulator class.
- */
- export class ColossusComputer {
- /**
- * Construct a Colossus.
- *
- * @param {string} ciphertext
- * @param {string} pattern - named pattern of Chi, Mu and Psi wheels
- * @param {Object} qbusin - which data inputs are being sent to q bus - each can be null, plain or delta
- * @param {Object[]} qbusswitches - Q bus calculation switches, multiple rows
- * @param {Object} control - control switches which specify stepping modes
- * @param {Object} starts - rotor start positions
- */
- constructor(ciphertext, pattern, qbusin, qbusswitches, control, starts, settotal, limit) {
- this.ITAlookup = ITA2_TABLE;
- this.ReverseITAlookup = {};
- for (const letter in this.ITAlookup) {
- const code = this.ITAlookup[letter];
- this.ReverseITAlookup[code] = letter;
- }
- this.initThyratrons(pattern);
- this.ciphertext = ciphertext;
- this.qbusin = qbusin;
- this.qbusswitches = qbusswitches;
- this.control = control;
- this.starts = starts;
- this.settotal = settotal;
- this.limitations = limit;
- this.allCounters = [0, 0, 0, 0, 0];
- this.Zbits = [0, 0, 0, 0, 0]; // Z input is the cipher tape
- this.ZbitsOneBack = [0, 0, 0, 0, 0]; // for delta
- this.Qbits = [0, 0, 0, 0, 0]; // input generated for placing onto the Q-bus (the logic processor)
- this.Xbits = [0, 0, 0, 0, 0]; // X is the Chi wheel bits
- this.Xptr = [0, 0, 0, 0, 0]; // pointers to the current X bits (Chi wheels)
- this.XbitsOneBack = [0, 0, 0, 0, 0]; // the X bits one back (for delta)
- this.Sbits = [0, 0, 0, 0, 0]; // S is the Psi wheel bits
- this.Sptr = [0, 0, 0, 0, 0]; // pointers to the current S bits (Psi wheels)
- this.SbitsOneBack = [0, 0, 0, 0, 0]; // the S bits one back (for delta)
- this.Mptr = [0, 0];
- this.rotorPtrs = {};
- this.totalmotor = 0;
- this.P5Zbit = [0, 0];
- }
- /**
- * Begin a run
- *
- * @returns {object}
- */
- run() {
- const result = {
- printout: ""
- };
- // loop until our start positions are back to the beginning
- this.rotorPtrs = {X1: this.starts.X1, X2: this.starts.X2, X3: this.starts.X3, X4: this.starts.X4, X5: this.starts.X5, M61: this.starts.M61, M37: this.starts.M37, S1: this.starts.S1, S2: this.starts.S2, S3: this.starts.S3, S4: this.starts.S4, S5: this.starts.S5};
- // this.rotorPtrs = this.starts;
- let runcount = 1;
- const fast = this.control.fast;
- const slow = this.control.slow;
- // Print Headers
- result.printout += fast + " " + slow + "\n";
- do {
- this.allCounters = [0, 0, 0, 0, 0];
- this.ZbitsOneBack = [0, 0, 0, 0, 0];
- this.XbitsOneBack = [0, 0, 0, 0, 0];
- // Run full tape loop and process counters
- this.runTape();
- // Only print result if larger than set total
- let fastRef = "00";
- let slowRef = "00";
- if (fast !== "") fastRef = this.rotorPtrs[fast].toString().padStart(2, "0");
- if (slow !== "") slowRef = this.rotorPtrs[slow].toString().padStart(2, "0");
- let printline = "";
- for (let c=0;c<5;c++) {
- if (this.allCounters[c] > this.settotal) {
- printline += String.fromCharCode(c+97) + this.allCounters[c]+" ";
- }
- }
- if (printline !== "") {
- result.printout += fastRef + " " + slowRef + " : ";
- result.printout += printline;
- result.printout += "\n";
- }
- // Step fast rotor if required
- if (fast !== "") {
- this.rotorPtrs[fast]++;
- if (this.rotorPtrs[fast] > ROTOR_SIZES[fast]) this.rotorPtrs[fast] = 1;
- }
- // Step slow rotor if fast rotor has returned to initial start position
- if (slow !== "" && this.rotorPtrs[fast] === this.starts[fast]) {
- this.rotorPtrs[slow]++;
- if (this.rotorPtrs[slow] > ROTOR_SIZES[slow]) this.rotorPtrs[slow] = 1;
- }
- runcount++;
- } while (JSON.stringify(this.rotorPtrs) !== JSON.stringify(this.starts));
- result.counters = this.allCounters;
- result.runcount = runcount;
- return result;
- }
- /**
- * Run tape loop
- */
- runTape() {
- let charZin = "";
- this.Xptr = [this.rotorPtrs.X1, this.rotorPtrs.X2, this.rotorPtrs.X3, this.rotorPtrs.X4, this.rotorPtrs.X5];
- this.Mptr = [this.rotorPtrs.M37, this.rotorPtrs.M61];
- this.Sptr = [this.rotorPtrs.S1, this.rotorPtrs.S2, this.rotorPtrs.S3, this.rotorPtrs.S4, this.rotorPtrs.S5];
- // Run full loop of all character on the input tape (Z)
- for (let i=0; i<this.ciphertext.length; i++) {
- charZin = this.ciphertext.charAt(i);
- // Firstly, we check what inputs are specified on the Q-bus input switches
- this.getQbusInputs(charZin);
- /*
- * Pattern conditions on individual impulses. Matching patterns of bits on the Q bus.
- * This is the top section on Colussus K rack - the Q bus programming switches
- */
- const tmpcnt = this.runQbusProcessingConditional();
- /*
- * Addition of impulses.
- * This is the bottom section of Colossus K rack.
- */
- this.runQbusProcessingAddition(tmpcnt);
- // Store Z bit impulse 5 two back required for P5 limitation
- this.P5Zbit[1] = this.P5Zbit[0];
- this.P5Zbit[0] = this.ITAlookup[charZin].split("")[4];
- // Step rotors
- this.stepThyratrons();
- }
- }
- /**
- * Step thyratron rings to simulate movement of Lorenz rotors
- * Chi rotors all step one per character
- * Motor M61 rotor steps one per character, M37 steps dependant on M61 setting
- * Psi rotors only step dependant on M37 setting + limitation
- */
- stepThyratrons() {
- let X2bPtr = this.Xptr[1]-1;
- if (X2bPtr===0) X2bPtr = ROTOR_SIZES.X2;
- let S1bPtr = this.Sptr[0]-1;
- if (S1bPtr===0) S1bPtr = ROTOR_SIZES.S1;
- // Get Chi rotor 5 two back to calculate plaintext (Z+Chi+Psi=Plain)
- let X5bPtr=this.Xptr[4]-1;
- if (X5bPtr===0) X5bPtr=ROTOR_SIZES.X5;
- X5bPtr=X5bPtr-1;
- if (X5bPtr===0) X5bPtr=ROTOR_SIZES.X5;
- // Get Psi rotor 5 two back to calculate plaintext (Z+Chi+Psi=Plain)
- let S5bPtr=this.Sptr[4]-1;
- if (S5bPtr===0) S5bPtr=ROTOR_SIZES.S5;
- S5bPtr=S5bPtr-1;
- if (S5bPtr===0) S5bPtr=ROTOR_SIZES.S5;
- const x2sw = this.limitations.X2;
- const s1sw = this.limitations.S1;
- const p5sw = this.limitations.P5;
- // Limitation calculations
- let lim=1;
- if (x2sw) lim = this.rings.X[2][X2bPtr-1];
- if (s1sw) lim = lim ^ this.rings.S[1][S1bPtr-1];
- // P5
- if (p5sw) {
- let p5lim = this.P5Zbit[1];
- p5lim = p5lim ^ this.rings.X[5][X5bPtr-1];
- p5lim = p5lim ^ this.rings.S[5][S5bPtr-1];
- lim = lim ^ p5lim;
- }
- const basicmotor = this.rings.M[2][this.Mptr[0]-1];
- this.totalmotor = basicmotor;
- if (x2sw || s1sw) {
- if (basicmotor===0 && lim===1) {
- this.totalmotor = 0;
- } else {
- this.totalmotor = 1;
- }
- }
- // Step Chi rotors
- for (let r=0; r<5; r++) {
- this.Xptr[r]++;
- if (this.Xptr[r] > ROTOR_SIZES["X"+(r+1)]) this.Xptr[r] = 1;
- }
- if (this.totalmotor) {
- // Step Psi rotors
- for (let r=0; r<5; r++) {
- this.Sptr[r]++;
- if (this.Sptr[r] > ROTOR_SIZES["S"+(r+1)]) this.Sptr[r] = 1;
- }
- }
- // Move M37 rotor if M61 set
- if (this.rings.M[1][this.Mptr[1]-1]===1) this.Mptr[0]++;
- if (this.Mptr[0] > ROTOR_SIZES.M37) this.Mptr[0]=1;
- // Always move M61 rotor
- this.Mptr[1]++;
- if (this.Mptr[1] > ROTOR_SIZES.M61) this.Mptr[1]=1;
- }
- /**
- * Get Q bus inputs
- */
- getQbusInputs(charZin) {
- // Zbits - the bits from the current character from the cipher tape.
- this.Zbits = this.ITAlookup[charZin].split("");
- if (this.qbusin.Z === "Z") {
- // direct Z
- this.Qbits = this.Zbits;
- } else if (this.qbusin.Z === "ΔZ") {
- // delta Z, the Bitwise XOR of this character Zbits + last character Zbits
- for (let b=0;b<5;b++) {
- this.Qbits[b] = this.Zbits[b] ^ this.ZbitsOneBack[b];
- }
- }
- this.ZbitsOneBack = this.Zbits.slice(); // copy value of object, not reference
- // Xbits - the current Chi wheel bits
- for (let b=0;b<5;b++) {
- this.Xbits[b] = this.rings.X[b+1][this.Xptr[b]-1];
- }
- if (this.qbusin.Chi !== "") {
- if (this.qbusin.Chi === "Χ") {
- // direct X added to Qbits
- for (let b=0;b<5;b++) {
- this.Qbits[b] = this.Qbits[b] ^ this.Xbits[b];
- }
- } else if (this.qbusin.Chi === "ΔΧ") {
- // delta X
- for (let b=0;b<5;b++) {
- this.Qbits[b] = this.Qbits[b] ^ this.Xbits[b];
- this.Qbits[b] = this.Qbits[b] ^ this.XbitsOneBack[b];
- }
- }
- }
- this.XbitsOneBack = this.Xbits.slice();
- // Sbits - the current Psi wheel bits
- for (let b=0;b<5;b++) {
- this.Sbits[b] = this.rings.S[b+1][this.Sptr[b]-1];
- }
- if (this.qbusin.Psi !== "") {
- if (this.qbusin.Psi === "Ψ") {
- // direct S added to Qbits
- for (let b=0;b<5;b++) {
- this.Qbits[b] = this.Qbits[b] ^ this.Sbits[b];
- }
- } else if (this.qbusin.Psi === "ΔΨ") {
- // delta S
- for (let b=0;b<5;b++) {
- this.Qbits[b] = this.Qbits[b] ^ this.Sbits[b];
- this.Qbits[b] = this.Qbits[b] ^ this.SbitsOneBack[b];
- }
- }
- }
- this.SbitsOneBack = this.Sbits.slice();
- }
- /**
- * Conditional impulse Q bus section
- */
- runQbusProcessingConditional() {
- const cnt = [-1, -1, -1, -1, -1];
- const numrows = this.qbusswitches.condition.length;
- for (let r=0;r<numrows;r++) {
- const row = this.qbusswitches.condition[r];
- if (row.Counter !== "") {
- let result = true;
- const cPnt = row.Counter-1;
- const Qswitch = this.readBusSwitches(row.Qswitches);
- // Match switches to bit pattern
- for (let s=0;s<5;s++) {
- if (Qswitch[s] >= 0 && Qswitch[s] !== parseInt(this.Qbits[s], 10)) result = false;
- }
- // Check for NOT switch
- if (row.Negate) result = !result;
- // AND each row to get final result
- if (cnt[cPnt] === -1) {
- cnt[cPnt] = result;
- } else if (!result) {
- cnt[cPnt] = false;
- }
- }
- }
- // Negate the whole column, this allows A OR B by doing NOT(NOT A AND NOT B)
- for (let c=0;c<5;c++) {
- if (this.qbusswitches.condNegateAll && cnt[c] !== -1) cnt[c] = !cnt[c];
- }
- return cnt;
- }
- /**
- * Addition of impulses Q bus section
- */
- runQbusProcessingAddition(cnt) {
- const row = this.qbusswitches.addition[0];
- const Qswitch = row.Qswitches.slice();
- // To save making the arguments of this operation any larger, limiting addition counter to first one only
- // Colossus could actually add into any of the five counters.
- if (row.C1) {
- let addition = 0;
- for (let s=0;s<5;s++) {
- // XOR addition
- if (Qswitch[s]) {
- addition = addition ^ this.Qbits[s];
- }
- }
- const equals = (row.Equals===""?-1:(row.Equals==="."?0:1));
- if (addition === equals) {
- // AND with conditional rows to get final result
- if (cnt[0] === -1) cnt[0] = true;
- } else {
- cnt[0] = false;
- }
- }
- // Final check, check for addition section negate
- // then, if any column set, from top to bottom of rack, add to counter.
- for (let c=0;c<5;c++) {
- if (this.qbusswitches.addNegateAll && cnt[c] !== -1) cnt[c] = !cnt[c];
- if (this.qbusswitches.totalMotor === "" || (this.qbusswitches.totalMotor === "x" && this.totalmotor === 0) || (this.qbusswitches.totalMotor === "." && this.totalmotor === 1)) {
- if (cnt[c] === true) this.allCounters[c]++;
- }
- }
- }
- /**
- * Initialise thyratron rings
- * These hold the pattern of 1s & 0s for each rotor on banks of thyraton GT1C valves which act as a one-bit store.
- */
- initThyratrons(pattern) {
- this.rings = {
- X: {
- 1: INIT_PATTERNS[pattern].X[1].slice().reverse(),
- 2: INIT_PATTERNS[pattern].X[2].slice().reverse(),
- 3: INIT_PATTERNS[pattern].X[3].slice().reverse(),
- 4: INIT_PATTERNS[pattern].X[4].slice().reverse(),
- 5: INIT_PATTERNS[pattern].X[5].slice().reverse()
- },
- M: {
- 1: INIT_PATTERNS[pattern].M[1].slice().reverse(),
- 2: INIT_PATTERNS[pattern].M[2].slice().reverse(),
- },
- S: {
- 1: INIT_PATTERNS[pattern].S[1].slice().reverse(),
- 2: INIT_PATTERNS[pattern].S[2].slice().reverse(),
- 3: INIT_PATTERNS[pattern].S[3].slice().reverse(),
- 4: INIT_PATTERNS[pattern].S[4].slice().reverse(),
- 5: INIT_PATTERNS[pattern].S[5].slice().reverse()
- }
- };
- }
- /**
- * Read argument bus switches X & . and convert to 1 & 0
- */
- readBusSwitches(row) {
- const output = [-1, -1, -1, -1, -1];
- for (let c=0;c<5;c++) {
- if (row[c]===".") output[c] = 0;
- if (row[c]==="x") output[c] = 1;
- }
- return output;
- }
- }
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