forked from kalmar/DALGLI0
03 decode and encoded returns message and FCS
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e8f67f6e9e
commit
68c43bfeb3
@ -3,10 +3,16 @@ let message = process.argv[3];
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let flag = process.argv[2];
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switch (flag) {
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case '-e':
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console.log(crc.encode(message));
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console.log(crc.encode(message).encoded);
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break;
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case '-d':
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console.log(crc.decode(message));
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let fcs = JSON.parse(process.argv[4].replace(/'/g, '"'));
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console.log(crc.decode(message, fcs));
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break;
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case '-t':
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break;
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default:
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throw "incorect flag"
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74
crc.js
74
crc.js
@ -1,7 +1,10 @@
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let Polynomial = require('./polynomial.js');
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const to_bytes_ascii = a => a.charCodeAt(0);
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const from_bytes_ascii = a => String.fromCharCode(a);
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let L = new Polynomial.Class(2, new Array(16).fill(1));
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let X = new Polynomial.Class(2, [0, 1]);
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let X16 = new Polynomial.Class(2, [0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1]); //jako ze można to od razu wymnożyć
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let G = new Polynomial.Class(2, [1, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 1]); //jako ze można to od razu wymnożyć
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const to_bin = a => {
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var result = "";
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for (var i = 0; i < a.length; i++) {
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@ -13,28 +16,23 @@ const to_bin = a => {
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const to_ascii = a => {
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a = a.join('');
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a = parseInt(a, 2);
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console.log(a)
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//nie znalazłem innego sposobu w js na osiągniecie tego efektu..
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if (a < 126) //ponieważ wieksze liczby nie należą do typowego Ascii
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return String.fromCharCode(a);
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else {
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return "0x" + a.toString(16);
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// return "\\x" + a.toString(16); //escape \ nie wiem czemu dobrze nie działą i i tak wypisuje \\
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}
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// if (a < 126) //ponieważ wieksze liczby nie należą do typowego Ascii
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return String.fromCharCode(a);
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// else {
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// return "0x" + a.toString(16);
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// // return "\\x" + a.toString(16); //escape \ nie wiem czemu dobrze nie działą i i tak wypisuje \\
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// }
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}
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const fcs = m => {
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bits = m.map(to_bin); //message in binary
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let bits = m.map(to_bin); //message in binary
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bits = bits.join('').split('').reverse(); //reverse binary decoded message
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let M = new Polynomial.Class(2, bits);
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let L = new Polynomial.Class(2, new Array(16).fill(1));
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let X = new Polynomial.Class(2, [0, 1]);
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let X16 = Polynomial.power(X, 16);
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let G = new Polynomial.Class(2, [1, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 1]); //jako ze można to od razu wymnożyć
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let fcs = Polynomial.multiply(X16, M);
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fcs = Polynomial.add(fcs,
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Polynomial.multiply(
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Polynomial.power(X, m.length * 8),
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@ -47,6 +45,38 @@ const fcs = m => {
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return fcs.coefficients;
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}
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function mod8format(lst) {
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while (lst.length % 8 != 0) {
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lst.push(0);
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}
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return lst;
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}
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function check(m) {
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let bits = m.map(to_bin); //message in binary
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bits = bits.join('').split('').reverse(); //reverse binary decoded message
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let fcs = Polynomial.power(X, bits.length);
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let C = new Polynomial.Class(2, bits);
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C = Polynomial.multiply(X16, C);
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C.coefficients = mod8format(C.coefficients);
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let S = Polynomial.add(
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C,
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Polynomial.multiply(
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fcs,
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L
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)
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)
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S = Polynomial.divide(S, G)
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if (S.coefficients.length === 0) {
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return true;
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} else
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return false;
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}
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function encode(m) {
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m = m.split('');
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@ -65,13 +95,23 @@ function encode(m) {
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f2 = to_ascii(f2);
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m.push(f1);
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m.push(f2);
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return m;
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return {
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encoded: m,
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FCS: [f1, f2]
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};
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}
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exports.encode = encode;
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function decode(m) {
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function decode(m, fcs) {
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m = m.split('');
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to_check = fcs;
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for (let char in fcs) {
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m.push(fcs[char]);
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}
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return check(m)
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}
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exports.decode = decode;
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