The Nature of Chords – The Science behind Guitarists' Favorite Chords | you will be found chords | Website providing Australia’s #1 song chords

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The Nature of Chords - The Science behind Guitarists' Favorite Chords

The Nature of Chords – The Science behind Guitarists' Favorite Chords


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Composer David Bruce discusses chords 1, 4 & 5 (I, IV, V) which are by far the most popular chords in songs of all styles. Why? The answer takes in the harmonic series and the nature of a sound wave itself, the perfect cadence, and some very bad singing.

Link to the Hook Theory article that anaylsed 1300 popular songs to find the relative popularity of the different chords

Research:
Harmonic Experience: Tonal Harmony from Its Natural Origins to Its Modern Expression by W.A.Mathieu

David Bruce’s composer website
8notes.com – a sheet music website David owns and runs.

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44 thoughts on “The Nature of Chords – The Science behind Guitarists' Favorite Chords | you will be found chords | Website providing Australia’s #1 song chords”

  1. This hast to be by far the best explanation on this subject one can ever come across. And even presented in a very likeable and fun way. About the singing: You haven't heard me, so you don't know what bad is.

  2. Think I spent more time spotting the differences in the background, sorry. You must have had the cleaner in . . . twice ?
    Also, really shouldn't leave your clarinet assembled, it buggers up the joints. Don't care about the oboe ?

  3. Thank you. I thought your video and presentation was brilliant. The idea of the "hidden" IV chord I thought was a real "Ah ha" moment for me. l see now how the plagal cadence is more subtle: A-men; necessarily more reverent.

  4. It's kind of silly, but when I was first learning notes and intervals, I had only previously learned guitar, which I played with no music theory knowledge and just cowboy chords and whatnot. And what's funny is I was absolutely stumped at a time because for whatever reason I couldn't wrap my head around how one interval can be a fifth and sound like a perfect fifth that is consonant and resolved in one context, yet that same interval sounds like a perfect fourth and wants so badly to resolve to a third depending on which note was contextualized as the root. This video would have really helped me understand that this almost opposing relationship wasn't just in my head, and in fact there is a deep yet contrasting connection between the V and the IV

  5. Could the frequency of IV(F) and V(G) chord usage being greater that the frequency of the I(C) chord also be explained by songs in the key of A minor? i.e. songs with a progression only involving VI (Am) V (G) and IV (F)?

  6. I believe it is correct to say that, when a note is struck, although many harmonics sound, the power in the harmonics is not the same. The higher you go, the less power is in the harmonic. Your very interesting video motivated me to make a table of the frequencies of all of the integer harmonics of the C note and then look for when one of those harmonics was a multiple of the pitch of another note (octaves of other notes). The third harmonic was the first to be a multiple, and it was twice the frequency of G. So, the most powerful harmonic (because it is the lowest multiple) is the overlap with G. The next overlap was at 4 times the frequency of C, and frequency was 3 times the frequency of F. So, the two most powerful harmonics are multiples of G and F. At 5 times the C, you get an overlap with E and A and at 6 and 8 you get additional overlaps with G and F. We're pretty far up the harmonics now, and we've not gotten an overlap with D. That doesn't happen until 9 and B doesn't happen until 15.

    Now, I also believe that how you strike a note affects how much power goes into the harmonics. I suspect that plucking a harpsichord string puts much more power into the harmonics compared to a piano. So, I wonder: Do harpsichords tend to emphasize the overlaps (harmonies?) between the notes? Do C-D and B-C sound less dissonant on the harpsichord? Or is it the other way around? Did this affect contrapuntal composition for the harpsichord?

  7. Really nice I knew this already but i did watch the whole video, because of the good and fun explination. Mr Bruce you are one … of a teacher.

  8. Desolation Row is E,A,B. R&R All Night should have [F, G] amendment like other songs do; Vicious would be D,C[not 'A'].G for the main 'riff' – there are 4 more chords, as well. You have Summertime Blues by Eddie Cochran in two keys. 'G' is wrong.
    More 3 chord easy songs:
    Knocking On Heaven's Door G-C-D.
    Should I Stay or Should I Go? D-G-A.
    "Heroes" D-G-C.
    Little Red Corvette C-F-G[Am]
    [Prince's] Kiss A-D-E…These same three will get u U Got the Look, too.
    Want one w/ but 2 chords? Jane Says: G + A. Whole song…no foolin'.

  9. clearly the interpretation of dominant as domino's and subdominant as subway is the superior way of thinking of music theory.

    (obviously i'm joking interpret your music the way you want)

  10. If the chords are just telling our brain what the base note is that would have created it, then why don't we just play the base note and scratch the rest? I want to know scientifically exactly why chords sound the way that they do, not merely how to find them! I'm guessing it has to do with the pattern of harmonics that are created. But then it should make a difference what instrument you played them on, and should only create that specific pattern if played on the piano for example. So what is the nature of these patterns and why do they sound the way they do. Also, this implies that there should be such a thing as a bad chord as well, meaning if you press a few keys that cause a bad pattern of harmonics. And then, you can use that to explain why certain patterns sound right, and others don't. It's quite essential to show how things can go wrong, in order to analyze the difference, and thus conclude why things are indeed right.

  11. You say "bad singing", and you may totally be right that you are a horrible singer (though I'm not one to judge, as I don't know jack shit about music), but I just don't understand what that means exactly, "bad singing". What exactly is "bad singing"? In other words, why does it sound bad? Because I checked, and you were indeed singing the right frequency/note, so clearly that's not what determines good/bad singing. And if it's the shape of the cavities in your throat and stuff, which affect the individual volume of different harmonics, that would imply that the way you sing is fixed and thus impossible to become a better singer, which is clearly untrue, as well. So what is it exactly? What is bad/good singing/voice? And if it's the way you pronounce the words that you're singing, then just don't pronounce them that way, duh. So, I just don't get it, what is a bad voice?

  12. Another "diversion": It's not really wavelength that determines pitch, but frequency. In air at different pressure and density, a sound wave with the same frequency will have different wavelengths. A C note played in NYC and Denver will have the same frequency (and pitch), but different wavelengths. Sound travels a bit slower in the mile high city than it does near sea level, so the wavelength for that C note will be shorter in Denver than in NYC. (Further diversion: pitch is not exactly equivalent to frequency; amplitude factors into how we perceive pitch.) —Tom

  13. I know it shouldn't…but it's annoying me having 'behind' uncapitalised (I know it's a preposition, but it's a preposition with lots of letters) and a British chap not putting the u in 'favourite'! Otherwise, great video. Something I am curious about is why this is specifically geared towards guitarists (which I am) rather than just music generally. I'll go out on a limb and say the majority of guitarists out there who are writing (and have written) popular songs don't have much in the way of formal music training: they are self-taught. This means they just play whatever sounds good, irrespective of what the theory says. Furthermore, and I don't think this can be overstated, they'll also play what they are capable of playing. Barre chords are difficult; open chords are not. It fills the learner guitarist with dread seeing the B or C#m there. C –> F open is a simple movement, which makes it easy to incorporate into songs, especially if it's to be played fingerstyle (these chords lend themselves nicely to the little articulations that add musical interest because of the simple mechanics of where your fingers are, the alternating bass sounds great with C –> F, for example). D –> G –> Em is another one. It sounds nice and involves simple movements – once you've got your fingers in place for the G the Em is just there and you naturally slide into it.

    The theory of harmonics and sound is absolutely true and interesting to learn, but I'm just saying with guitar specifically, given that most players do not have formalised lessons and grades etc. like you would with clarinet, trumpet or violin (you don't come across many self-taught brass players), the skill level of the average guitar player isn't very high (this isn't a sleight on the player or the instrument – just most players are perfectly content playing their favourite songs around a campfire, and that's fine. Players keen to push themselves further can, and will). Lower skill means they are mechanically not capable of playing certain chords or even combinations of chords. Look at the shape for open A – three fingers on the fretboard and to move into any other chord shape you need to move all three. It's harder to articulate around A (except the Asus2 and Asus4), rather than songs based around D, which gives you easy access to the high E string for playing around with. I think this alone means you have relatively fewer songs using A (or composed in A), despite it being a simple chord.

    Even for competent players, the diminished chord is tricky in any position, while on piano it's easy, which probably accounts for why it's rarely used in guitar music (not limited to pop), whereas it's relatively common in piano-oriented songs as a well-positioned diminished chord carries so much tension and weight behind it.

    Don't know if that makes sense to non-guitar players, but that's my take on why there's an over-abundance of some chords and chord progressions over others. It's not limited to the same aspects of music theory that tell us I-V or I-IV intervals sound good, which applies to all music, but there are mechanical limitations and challenges associated with the guitar that are much less of a problem with piano, plus the relative lack of musical skill the average self-taught guitar player has compared to the average classically trained player of anything else.

  14. I was hoping for something about the nature of the order of notes in a guitar chord vrs a piano chord. Why guitarist can easily play 9,11, and 13, often include the 7th note and why a Jimmy Hendrix chord can be trickier to voice well on a piano (E7#9). Each instrument has its beauty. Nice picture of the sound waves being air density, how harmonic wave sit well together and where the harmonics actually are on the staff. The subdominant being a mother figure was interesting. The negative harmony (same distance just descending) made sense but an ascending feels different enough to want to learn different tunes to relate the interval to and remember it without descending a 5th then moving up an octave to find the 4th. Still I appreciate different ways to explain things as people remember in different ways. I think of the subdominant (IV7-Lydian) as a marching sort of national anthem sound. It is the first two notes in the Australian national anthem. Thanks for the clip.

  15. I think you overrate/overstress the importance of the IV in comparison to the V.
    In popular music the II is also used a lot as a subdominant, for example in the I-VI-II-V progression. In contrast, the V is almost always present in popular songs. In addition, the tonic dominant opposition is the base for all western tonal music, the subdominant is on a lower level in the hierarchy, so to say.

  16. Why in the world no one explained to me this obviously simple relationship between Fourier's analysis and the major chord. Geez, why do people like to complicate things. I feel like I wasted so much time. Still have a question, for each harmonic in your example: what's the relationship to the fundamental? The 1st harmonic is the 8va but then it gets fractional when it reaches the 3rd harmonic, the 4th is just the 8va of the 2nd, right? Or did I just totally messed my brain by confusing the harmonic series with Fourier's series?

  17. Spot on David! It is a rumour that the music of Beethoven is very much related to the dominant side wereas the music of Schubert is more going of the direction of the Subdominant. If you study their Works, you will find out it is much true. (…but when it comes to Schubert, he is a really wizard when it comes to the use of harmonies…)

  18. 0:57 I see that Dm (i.e. ii) is only 36% as prevalent as F (i.e. IV). Does that mean that it's better to regard ii as a substitute chord for IV than the reverse?

  19. Why is the tonic considered the home chord?The chord that feels at rest.
    Adam Neely hypothesizes that,in the major and minor modes,none of the tonic chord's notes form a tritone with any of the other notes in the scale.The melody above the chord,could have those other notes but all would be fine.
    This doesn't work with other modes.It doesn't work with the octatonic scale either,where every note forms a tritone with another note.

  20. Great video, these are all things I've been contemplating on recently over the past few years and it's nice to see others thinking about the same things as me and making similar headway with it.

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