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ITU-R M.1677-1 Precision Specification

Morse Code Timing & Speed Guide

The definitive reference manual for radiotelegraphy timing. Explore the 5 timing elements, PARIS vs CODEX mathematical standards, Farnsworth & Wordsworth speed methods, key click envelope shaping, and render any word to scale in our interactive Timing Laboratory.

âąī¸ ITU-R M.1677-1 Foundations

The 5 Elements of Morse Code Timing

International Morse code is not defined by arbitrary delays. Every sound pulse and pause is built from exactly 5 proportional building blocks scaled to a single fundamental time unit called the Dot Unit ($T_{dit}$).

1 1 Dot Unit (1T)

Dit (Dot)

The fundamental atomic unit of time ($T_{dit}$). All other elements and pauses scale relative to the dit.

â–Ē 1 Unit
2 3 Dot Units (3T)

Dah (Dash)

The longer tone element. Exactly three times the duration of a single dit ($T_{dah} = 3 \times T_{dit}$).

â–Ŧ 3 Units
3 1 Dot Unit (1T)

Intra-Char Gap

Silent pause between dits and dahs within a single character (e.g. between . and - in A).

⏸ 1 Unit
4 3 Dot Units (3T)

Inter-Char Gap

Silent pause between letters in a word. Equal to the length of one dah.

↔ 3 Units
5 7 Dot Units (7T)

Inter-Word Gap

Silent pause between distinct words. Equal to 7 dit lengths.

â‡Ĩ 7 Units
đŸ—ŧ Mathematical Calibration

The PARIS Standard (50 Dot Units)

How do telegraphers measure Words Per Minute (WPM) when letters have different lengths (e.g. E is 1 unit while Q is 13 units)?

To create a standardized metric, the International Telecommunication Union (ITU) adopted the word "PARIS " (including one trailing inter-word space) as the universal benchmark word.

Step-by-Step Breakdown of "PARIS "

P (.--.) = 1+1+3+1+3+1+1 = 11T + 3T letter gap
14 Units
A (.-) = 1+1+3 = 5T + 3T letter gap
8 Units
R (.-.) = 1+1+3+1+1 = 7T + 3T letter gap
10 Units
I (..) = 1+1+1 = 3T + 3T letter gap
6 Units
S (...) = 1+1+1+1+1 = 5T + 7T word gap
12 Units
Total PARIS Benchmark Word Units: 14 + 8 + 10 + 6 + 12 = 50 Dot Units (50T)

🧮 Universal Dit Duration Formula

$$T_{dit} (\text{ms}) = \frac{60,000 \text{ ms}}{50 \times \text{WPM}} = \frac{1,200}{\text{WPM}} \text{ ms}$$

Example at 20 WPM: $T_{dit} = 1200 / 20 = 60 \text{ ms}$. Dah = $180 \text{ ms}$, Inter-word space = $420 \text{ ms}$.

📊 WPM Speed & Element Durations

WPM Dit ($T_{dit}$) Dah ($3T$) Word Gap ($7T$)
5 WPM 240 ms 720 ms 1,680 ms
10 WPM 120 ms 360 ms 840 ms
15 WPM 80 ms 240 ms 560 ms
20 WPM (Std) 60 ms 180 ms 420 ms
25 WPM 48 ms 144 ms 336 ms
30 WPM 40 ms 120 ms 280 ms
40 WPM 30 ms 90 ms 210 ms
ALTERNATIVE STANDARD

The CODEX Standard

While PARIS represents plain text English, military and cryptographic operators use the word "CODEX " (representing 5-character cipher code groups).

C O D E X + Word Space = 60 Dot Units
Formula: T_dit = 1000 / WPM ms

Because cipher groups contain higher proportions of long numbers and heavy letters (e.g. X, Z, Q), CODEX is ~20% denser than PARIS.

đŸ”Ŧ Interactive Visual Simulator

Timing Laboratory — Draw Any Word to Scale

Type any text or callsign below. Our real-time timeline renderer calculates every dit, dah, intra-character gap, and word space down to the millisecond and draws the pulse envelope on an interactive scale timeline.

5 chars
Presets:
Char Speed (WPM): 20 WPM
Overall Speed (WPM): 10 WPM
Tone Frequency: 600 Hz
Dit (1T) Dah (3T) Element Gap (1T) Letter Gap (3T) Word Gap (7T)
Hover over timeline to inspect specific pulses & gaps Cursor: -- ms (-- T)
Total Units 50 T
Total Duration 3.00 sec
Dot Unit (1T) 60 ms
Dash Unit (3T) 180 ms
Letter Space 180 ms
Word Space 420 ms
⚡ CW Pedagogy & Cognitive Science

Farnsworth Timing Explained

Developed by radio pioneer Donald R. Farnsworth (W8RHM), Farnsworth timing solves the single greatest obstacle in learning Morse code: the "10 WPM speed plateau".

The Problem with Slow Standard Morse (5 WPM)

When a beginner learns Morse code at 5 WPM standard speed, dits and dahs are sent very slowly ($T_{dit} = 240\text{ ms}$). The brain naturally translates each character mathematically: "dot-dash = A".

When speed increases past 10–13 WPM, the human brain cannot count individual dits and dahs fast enough. The student hits a hard mental wall.

The Farnsworth Solution: Gestalt Sound Recognition

Under Farnsworth timing, characters are transmitted at a fast target speed (e.g. 20 WPM), so A sounds like a single unified acoustic rhythm (di-DAH) rather than two separate elements.

To reduce the overall transmission speed to 5 WPM, the spacing between characters and words is elongated. This gives the beginner's brain ample breathing room to recall the character before the next one arrives.

Interactive Calculator

Farnsworth Spacing Calculator

Character Speed ($WPM_c$): 20 WPM
Overall Target Speed ($WPM_o$): 6 WPM
Calculated Output Delays
Standard Dit ($T_{dit}$): 60 ms
Extended Letter Gap ($T_{letter}$): 758 ms
Extended Word Gap ($T_{word}$): 1,768 ms
📘 Advanced Acoustic Chunking

What is Wordsworth Timing?

While Farnsworth spacing expands the gap between individual letters, Wordsworth timing maintains both character speed and letter spacing at standard high-speed proportions (e.g., 20 WPM), but stretches the pause between complete words.

1. Element Chunking Recognizing dits & dahs individually (5 WPM level).
2. Character Chunking Farnsworth: hearing letters as acoustic melodies.
3. Word Chunking Wordsworth: recognizing entire words as single audio shapes.

Key takeaway for CW Learners

Once you can copy individual letters at 20 WPM, switch from Farnsworth to Wordsworth mode. Hearing common words (like THE, AND, CQ, 73, UR, 599) as whole auditory rhythms prepares you for real contest-speed radio operation.

📊 Method Comparison

Standard vs Farnsworth vs Wordsworth Matrix

Side-by-side technical breakdown of timing proportions and acoustic recognition goals.

Timing Dimension Standard ITU-R M.1677-1 Farnsworth Method Wordsworth Method
Character Speed ($WPM_c$) Equal to overall WPM High Speed (e.g. 18-25 WPM) High Speed (e.g. 20-30 WPM)
Intra-Char Space (1T) 1 Dot Unit ($T_{dit}$) 1 Dot Unit ($T_{dit}$) 1 Dot Unit ($T_{dit}$)
Inter-Char Gap (Letters) 3 Dot Units ($3T$) Elongated (Calculated) Standard 3 Dot Units ($3T$)
Inter-Word Gap (Words) 7 Dot Units ($7T$) Elongated (Calculated) Significantly Elongated
Brain Recognition Goal Fluent operational speed Character sound melody Whole word audio envelope
Primary Target Audience Experienced operators / QSOs Beginner students (0-12 WPM) Intermediate operators (12-20 WPM)
âš™ī¸ Signal Physics & Transmitter Engineering

Advanced Timing Concepts: Envelope & Weighting

ã€°ī¸

Key Clicks & Envelope Shaping

Rise / Fall Ramp Times (2ms – 5ms)

If a transmitter switches a carrier wave on and off instantly ($0\text{ ms}$ rise time), Fourier transform analysis dictates that the signal generates infinite high-frequency sideband harmonics known as key clicks.

Standard Requirement: 2 ms to 5 ms Rise/Fall Envelope
Applying a Cosine or Raised-Gaussian ramp at key-down and key-up eliminates clicking harmonics and satisfies ITU spectrum bandwidth rules.
âš–ī¸

Weighting & Dot-Dah Ratio

Standard 1:3 vs Heavy / Light Weighting

Standard CW weighting sets a strict 1:3 ratio (dah length is 3x dit length). However, personal preference or mechanical keys (such as Vibroplex semi-automatic "bugs") introduce subtle weighting variations.

Heavy Weighting (1:3.2+): Dahs slightly extended for noisy conditions
Light Weighting (1:2.8): Sharper, crisper dits for ultra-high speed CW
❓ Frequently Asked Questions

Morse Timing & Speed FAQ

What are the 5 basic elements of Morse code timing?

Per ITU-R M.1677-1: 1) Dit (1 unit), 2) Dah (3 units), 3) Intra-character gap (1 unit gap between dits/dahs in a character), 4) Inter-character gap (3 units between letters), and 5) Inter-word gap (7 units between words).

Why is "PARIS" used as the standard WPM benchmark?

The word "PARIS " (with trailing word space) totals exactly 50 dot time units. This clean round number enables a straightforward formula: $T_{dit} (\text{ms}) = 1200 / \text{WPM}$.

How does Farnsworth timing prevent mental translation?

By playing characters at 20 WPM, letters sound like single acoustic melodies instead of separable dits and dahs. Elongating spaces between letters gives the beginner's brain time to recognize the character without resorting to mental counting.

What is the difference between Farnsworth and Wordsworth timing?

Farnsworth expands letter gaps to help learn individual characters. Wordsworth keeps letter gaps standard but expands word gaps to help recognize whole words as single audio blocks.

Want to translate secret messages, practice Morse code, or check technical ITU standards? Explore our interactive tools and reference guides: