Calculate musical intervals between notes or find notes from intervals. A free online tool for musicians, students, and teachers to explore and understand musical intervals.
Did you know that there are 12 possible intervals between any two notes in Western music?
Understanding these intervals is crucial for musicians, but manually calculating them can be challenging. That’s where a music interval calculator comes in!
Use this tool to transform your music theory practice and composition skills. Whether you’re a beginner struggling with basic intervals or an advanced musician looking to streamline your workflow, this calculator will help you master the art of interval calculation.
How to Use the Music Interval Calculator
1. Choose Your Mode
Select whether you want to find an interval between two notes or find a note from a given interval.
2. Enter Your Notes
Select the notes, including any accidentals (sharps ♯ or flats â™) and octave numbers.
3. Get Results
The calculator will instantly show you the interval name, quality, and number of semitones.
Understanding Musical Intervals
Musical intervals are the building blocks of melody and harmony. Understanding intervals is crucial for musicians of all levels
Perfect Intervals
Perfect intervals have a pure, stable sound quality.
- Perfect Unison (P1)Â – Same note
- Perfect Fourth (P4)Â – C to F
- Perfect Fifth (P5)Â – C to G
- Perfect Octave (P8)Â – C to C
Major/Minor Intervals
These intervals create the emotional color in music.
- Minor Second (m2)Â – Creates tension
- Major Second (M2)Â – Whole step
- Minor Third (m3)Â – Sad, melancholic
- Major Third (M3)Â – Bright, happy
- Minor Sixth (m6)Â – Soft, gentle
- Major Sixth (M6)Â – Warm, pleasant
- Minor Seventh (m7)Â – Jazzy, bluesy
- Major Seventh (M7)Â – Bright, tense
Special Intervals
These intervals create unique effects in music.
- Augmented Fourth (A4)Â – Tritone
- Diminished Fifth (d5)Â – Tritone
- Augmented Fifth (A5)Â – Exotic sound
- Diminished Fourth (d4)Â – Rare interval
Music Interval Chart
Interval Name | Short Form | Semitones | Example |
---|---|---|---|
Perfect Unison | P1 | 0 | C to C |
Minor Second | m2 | 1 | C to Dâ™ |
Major Second | M2 | 2 | C to D |
Minor Third | m3 | 3 | C to Eâ™ |
Major Third | M3 | 4 | C to E |
Perfect Fourth | P4 | 5 | C to F |
Tritone | TT | 6 | C to F♯ |
Perfect Fifth | P5 | 7 | C to G |
Minor Sixth | m6 | 8 | C to Aâ™ |
Major Sixth | M6 | 9 | C to A |
Minor Seventh | m7 | 10 | C to Bâ™ |
Major Seventh | M7 | 11 | C to B |
Perfect Octave | P8 | 12 | C to C |
What is an Interval in Music?
A musical interval is the distance between any two musical notes. This distance is measured in two ways: by counting the number of scale steps between the notes (the interval number) and by the number of semitones (half steps) between them. Understanding intervals is fundamental to music theory as they form the basis for:
- Melody:Â The horizontal relationship between notes in a tune
- Harmony:Â The vertical relationship between simultaneous notes
- Chord Construction:Â Building blocks for creating chords
- Scale Formation:Â The specific pattern of intervals that create scales
Types of Intervals
Intervals can be categorized in several ways:
By Quality
- Perfect (P)
- Major (M)
- Minor (m)
- Augmented (A)
- Diminished (d)
By Direction
- Ascending (moving up)
- Descending (moving down)
By Size
- Simple (within one octave)
- Compound (larger than an octave)
Practical Applications
Musicians use intervals for:
- Ear training and sight-singing
- Composing melodies and harmonies
- Understanding musical structure
- Analyzing musical pieces
- Improving instrumental technique
Essential Music Interval Concepts
Major, Minor, Perfect, Diminished, and Augmented Intervals
Understanding interval qualities is fundamental to music theory. Each type creates a distinct sound:
- Perfect Intervals:Â Unison, fourth, fifth, and octave – characterized by their pure, stable sound
- Major Intervals:Â Second, third, sixth, and seventh – generally bright and stable
- Minor Intervals:Â Variations of major intervals – typically darker or more melancholic
- Diminished Intervals:Â One semitone smaller than perfect or minor intervals – create tension
- Augmented Intervals:Â One semitone larger than perfect or major intervals – dramatic and unstable
Counting Semitones and Whole Steps
Intervals can be measured precisely by counting semitones (half steps) and whole steps:
- Semitone (Half Step): The smallest interval between two notes (e.g., C to C♯)
- Whole Step:Â Equal to two semitones (e.g., C to D)
- Common Intervals:
- Minor Second: 1 semitone
- Major Second: 2 semitones
- Minor Third: 3 semitones
- Major Third: 4 semitones
- Perfect Fourth: 5 semitones
Interval Inversions
An interval inversion occurs when you take the lower note and place it an octave higher, or take the higher note and place it an octave lower. Key points about inversions:
- Interval Pairs:
- Second ↔ Seventh
- Third ↔ Sixth
- Fourth ↔ Fifth
- Quality Changes:
- Major becomes Minor
- Minor becomes Major
- Perfect remains Perfect
- Augmented becomes Diminished
- Diminished becomes Augmented
Relationship Between Intervals and Scales
Intervals are the building blocks of scales and determine their character:
- Major Scale Pattern:Â Whole-Whole-Half-Whole-Whole-Whole-Half
- Natural Minor Scale:Â Whole-Half-Whole-Whole-Half-Whole-Whole
- Scale Degrees:Â Each note in a scale forms specific intervals with the tonic:
- 2nd: Major Second
- 3rd: Major Third
- 4th: Perfect Fourth
- 5th: Perfect Fifth
- 6th: Major Sixth
- 7th: Major Seventh
- 8th: Perfect Octave
Practical Applications and Exercises
Ear Training Exercises
Develop your interval recognition skills with these practical exercises:
- Interval Recognition:Â Use the calculator to play intervals and try to identify them by ear
- Interval Singing:Â Practice singing intervals using the calculator as a reference
- Progressive Practice:
- Start with perfect intervals (P4, P5)
- Move to major intervals (M2, M3, M6)
- Practice minor intervals (m2, m3, m6)
- Advanced: Work on diminished and augmented intervals
Chord Construction and Analysis
Use intervals to understand and build chords:
- Basic Triads:
- Major: Root + M3 + P5
- Minor: Root + m3 + P5
- Diminished: Root + m3 + d5
- Augmented: Root + M3 + A5
- Seventh Chords:
- Dominant 7th: Root + M3 + P5 + m7
- Major 7th: Root + M3 + P5 + M7
- Minor 7th: Root + m3 + P5 + m7
Melody Writing and Composition Tips
Enhance your composition skills with interval-based techniques:
- Melodic Contour:Â Use a mix of steps (2nds) and leaps (3rds and larger)
- Voice Leading:Â Practice smooth transitions between notes
- Common Patterns:
- Ascending perfect fourth followed by descending step
- Descending third followed by ascending step
- Balanced use of steps and skips
- Resolution Tendencies:Â Learn how different intervals want to resolve
Integration with Other Music Theory Tools
Combine interval knowledge with other musical concepts:
- Scale Construction:Â Use intervals to build and understand different scales
- Harmony Analysis:Â Identify chord progressions through interval relationships
- Sight Reading:Â Quickly recognize intervals to improve reading skills
- Complementary Tools:
- Metronome for rhythm practice
- Scale calculator for mode exploration
- Chord progression tools for harmony
- Notation software for composition
Ready to Master Musical Intervals?
A music interval calculator is an invaluable tool for any musician’s toolkit. By understanding how to effectively use these calculators, you can accelerate your music theory learning and enhance your compositional skills.
Start incorporating these tools into your daily practice routine, and you’ll be amazed at how quickly your interval recognition improves. Here’s what you can achieve:
- Faster recognition of intervals by sight and sound
- Improved chord construction and analysis abilities
- Better understanding of melody and harmony
- Enhanced composition and improvisation skills
Ready to take your music theory knowledge to the next level?
Try out our calculator today and begin your journey toward interval mastery!
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