Transposition Ciphers Simulator
Investigate the principles of transposition ciphers and experiment with different encryption keys to observe how message characters rearrange using our interactive simulator.
Transposition Cipher
Physics and logic intertwine beautifully in the world of cryptography, influencing how we secure information every day — often without realizing it. Have you ever wondered how a simple rearrangement of letters can turn a readable message into an unrecognizable code? This fascinating transformation is achieved through Transposition Ciphers, a classic encryption technique. With our interactive simulator, you can dive into this concept hands-on. Experiment with different keys, observe how messages are scrambled and decoded, and uncover the patterns that make transposition ciphers both elegant and powerful. Start your journey into the intriguing world of cryptography — encrypt, decrypt, and explore transposition ciphers today!
Mathematical description
Rail Fence Cipher
| H | O | L | |||||||
| E | L | W | R | D | |||||
| L | O |
HOL ELWR DLOColumnar Transposition Cipher
The Columnar Transposition Cipher rearranges plaintext by writing it into a rectangular grid and permuting columns according to a numerical key.
Suppose we are trying to Encrypt a message “Good Morning” and the Key is “NEED”:
Step 1 : We first sort the letters of the Key in an alphabetical manner and assign them value basis their alphabetical position. In our case the Keyword numbering order is : 4 2 3 1
Step 2 : Write the message under the keyword row by row
| N | E | E | D |
|---|---|---|---|
| 4 | 2 | 3 | 1 |
| G | O | O | D |
| M | O | R | N |
| I | N | G | X |
We added X to fill the last cell (an accepted norm in classical ciphers)
Step 3: Read columns in number order (1 → 4)
Order = D(1), E(2), E(3), N(4)
Ciphertext (read 1→4): DNXOONORGGM