KENT MORSE KEYS

   
  users online
Home Site Map More On Kent Keys What Others Say Privacy/Terms Contact About Us

 
 
 

SPECIAL OFFERS

GIFT VOUCHERS

 

Calculating Morse Code Speed

 
The word PARIS is the standard for determing CW code speed. Each dit is one element, each dah is three elements, intra-character spacing is one element, inter-character spacing is three elements and inter-word spacing is seven elements. The word PARIS is exactly 50 elements.
Note that after each dit/dah of the letter P -- one element spacing is used except the last one. (Intra-Character).
After the last dit of P is sent, 3 elements are added (Inter-Character). After the word PARIS - 7 elements are used.
Thus:
P = di da da di = 1 1 3 1 3 1 1 (3) = 14 elements
A = di da = 1 1 3 (3) = 8 elements
R = di da di = 1 1 3 1 1 (3) = 10 elements
I = di di = 1 1 1 (3) = 6 elements
S = di di di = 1 1 1 1 1 [7] = 12 elements
Total = 50 elements
() = intercharacter
[] = interword

If you send PARIS 5 times in a minute (5WPM) you have sent 250 elements (using correct spacing). 250 elements into 60 seconds per minute = 240 milliseconds per element.

13 words-per-minute is one element every 92.31 milliseconds.

The Farnsworth method sends the dits and dahs and intra-character spacing at a higher speed, then increasing the inter-character and inter-word spacing to slow the sending speed down to the overall speed. For example, to send at 5 wpm with 13 wpm characters in Farnsworth method, the dits and intra-character spacing would be 92.3 milliseconds, the dah would be 276.9 milliseconds, the inter-character spacing would be 1.443 seconds and inter-word spacing would be 3.367 seconds.

Learn the Morse code or improve your speed.
Download MORSE MADE EASY     OR      Download CW PLAYER

The Code  l   Code Speed   l  Prosigns  l   CW Abbreviations Key   l   The RST System  l   The Q Code 

Twin Paddle  l   Single Paddle   l  Hand Key  l  KT1 Key  l   Touch Twin Key   l   EK4 Keyer  l   Morse tutor  l   Vail key  l   Titanic Key  l   Morse Practice Oscillator

Copyright R. A. Kent Engineers. All Rights Reserved.