RECAP
In the previous topic, we have listed several modes and for
convenience we have related them to the major and minor scales.
Specifying the intervals with respect to the starting note
we had:
Ionian
|
1
|
2
|
3
|
4
|
5
|
6
|
7
|
Dorian
|
1
|
2
|
b3
|
4
|
5
|
6
|
b7
|
Phrygian
|
1
|
b2
|
b3
|
4
|
5
|
b6
|
b7
|
Lydian
|
1
|
2
|
3
|
#4
|
5
|
6
|
7
|
Mixolydian
|
1
|
2
|
3
|
4
|
5
|
6
|
b7
|
Aeolian
|
1
|
2
|
b3
|
4
|
5
|
b6
|
b7
|
Locrian
|
1
|
b2
|
b3
|
4
|
b5
|
b6
|
b7
|
The table above defines each degree of the modes as an
interval with respect to the starting note.
Comparing each mode with the Ionian mode, you can easily determine what
you need to do to obtain any other mode.
In order to transform the Ionian mode into the Dorian mode (for
example), you need to lower the 3rd and the 7th of the Ionian scale. Raising
the 4th would transform it into a Lydian scale. And so on and so forth.
For example, let’s find the A Mixolydian scale:
• We
start from A major: A B C# D E
F# G# (A)
•
We apply the Mixolydian pattern, meaning we
lower the 7th; the result is A
B C# D
E F# G (A)
Of course, you can also work out the Mixolydian mode by
remembering that it is a major scale started from the fifth degree; the major
scale whose fifth degree is A is D major, i.e. A B C# D E F# G; starting that
scale from A gives us A B C# D E F# G as above.
It is a good idea to memorise this information or keep the
chart handy, as we will need it further on.
B Choosing appropriate modes
If there is no chord progression (i.e. there is only one
chord over a long series of bars) the mode is implied (we will come to that
later).
If there is a chord progression, there will usually be a
tonal centre towards which the progression moves (although this is not always
the case). The first and most important thing to do is to identify that tonal
centre. This will give you the resolution chord (I chord). Identifying the
tonal centre can be difficult, so here are a few strategies to help you along:
• the
last chord is usually the resolution chord;
• the
first chord is often (but not always) the resolution chord;
• identify
recognisable cadences (such as ii-V-I or I-IV-I);
• watch
the movements of the roots of the chords - they often imply typical cadences;
• use
your ears!!
1. Four Notes Chords
Take the following simple progression:
Cmaj7 - - - / F - - - / C - - -
This looks (and sounds) like a I - IV - I progression in C
major (i.e. the tonal centre here is clearly C). Let's write down the constituent notes of
these chords as we find them:
Cmaj7: C-E-G-B
F: F-A-C
Sorting these notes in ascending pitch order gives us:
C ? E F G A B (C)
or written in intervals
1
? 3
4 5 6 7 (8)
We still have an "unknown" second degree, which
is not directly imposed by the harmony; but looking at the reference chart
above, we find that the only mode that accommodates our case is the Ionian
mode:
C D E F G A B (C)
1
2 3 4 5 6
7 (8)
You can play any of these notes in any order over any of
the chords of the progression: that will have no impact on the mode of the
song. (But please remember that the best melodic result will usually be
obtained whit characteristic notes on the downbeats – see Intermediate Theory
tutorial).
2. Triads
The chord progression above contained a maj7 chord; what if
it didn't? Say the progression was:
C - - - / F - - - / C - - -
Writing down the notes as they are imposed to us by the
chords being used, we find:
C: C-E-G
F: F-A-C
This results in the following scale:
C ? E F G A ? (C)
1 ? 3 4 5
6 ? (8)
Now we have two "unknowns" (two notes that are
not imposed by the harmony) and from the reference chart we see that we can
choose to play a B note or a Bb note.
Depending on that choice we will end up playing the Ionian mode or the
Mixolydian mode. The tonal centre is
still strictly defined (C), but the mode is less strictly defined than in the
previous case. Since the chords don’t
impose the mode, you as the lead are free to pick the one you want.
(In fact, you may want to be careful if you play C Mixolydian,
because a Bb in a C chord makes it
C7, which is the V7 of F, so you could very easily cause a
transposition into the F key!)
In general, very rich harmonies define modes much more
strongly than “lighter” harmonies. In the first example above, we had a Cmaj7
implying a B note; in the second example, we had a plain C; that left some more
room.
3. Power Chords
If the harmonic background consists of power chords (R +
5th + R), no thirds are played. Consequently, the harmonic content of the song is
much less strongly defined, and you, the lead player, have a big responsibility
in determining that content and the resulting color.
Power chords also usually imply a tonal centre, but it is
often suggested more than it is imposed.
Let's take a simple example to
start with. Suppose we have the following progression: E5 - - - / C5 - - - / D5
- - - / B5 - - - / E5
The question is: which mode(s) are you going to use to
improvise?
In this case, the progression "sounds" like it
resolves into E5. This assumption is supported primarily by the final bass
movement B - E which strongly establishes E as the tonal centre (since it
suggests a V – I cadence). Therefore, some sort of E scale will do for our
solo. But which one exactly?
Let's write down the E major scale:
E F# G# A B
C# D# (E)
1
2 3 4 5 6
7 (8)
Now let's write down the notes
implied by each power chord in the actual progression, and place them at their
proper location in the E scale:
E5:
|
E
|
?
|
?
|
?
|
B
|
?
|
?
|
E
|
C5:
|
E
|
?
|
G
|
?
|
B
|
C
|
?
|
E
|
D5:
|
E
|
?
|
G
|
A
|
B
|
C
|
D
|
E
|
B5:
|
E
|
F#
|
G
|
A
|
B
|
C
|
D
|
E
|
Compared with the major scale (Ionian mode), we actually
have:
1 2 b3 4 5 b6 b7 8
This is the signature of the Aeolian mode. E Aeolian is
therefore the theoretically correct scale for this progression.
For contrast, here is another example:
E5 - - - / A5 - - - / B5 - - - / E5 - - -
For the same reason as above, the
tonal centre is E. Let's work out the scale as above.
E5: E ?
|
?
|
?
|
B
|
?
|
?
|
E
|
A5: E ?
|
?
|
A
|
B
|
?
|
?
|
E
|
B5: E F#
The signature is
|
?
|
A
|
B
|
?
|
?
|
E
|
1 2
|
?
|
4
|
5
|
?
|
?
|
with three undefined intervals.
Therefore all the following modes of E major will fit this progression:
• E Ionian:
|
1 2 3 4 5 6 7
|
• E Dorian:
|
1 2 b3 4 5 6 b7 (equivalent to D major)
|
• E Mixolydian:
|
1 2 3 4 5 6 b7 (equivalent to A major)
|
• E Aeolian:
|
1 2 b3 4 5 b6
b7 (equivalent to G major)
|
So you can use any one of them (or all of them), depending
on
• how
you "hear" the progression (rather minor or rather major)
• what
the rest of the band is currently playing
• the
overall context of the song
All the examples above assume that there is only one
tonal centre. Of course this isn't always the case. Suppose we have the
following triad progression: E - - - / C - - - / D - - - / B7 - - - / E
Working out the notes as above reveals some conflicts:
• G#
in the E chord conflicts with G in the C chord
• D#
in the B7 chord conflicts with D (root of the D chord)
So, what do we do?
• One
possibility is to adapt to the changing tonal centers, and develop a chord
oriented solo. For example, you could
play a C and D arpeggio on the corresponding chords
• Another
possibility could be to treat the first three chords (E, C and D) as an A melodic
minor sequence, modulating into E major (more on modulation later on)
• Or
you could use pentatonic scales; for example, it is possible in this case to
play E pentatonic minor throughout (please verify this!)
4. Vamps
A final interesting case is when the band keeps on
repeating the same chord for a long period of time (this is called a
"vamp"). Depending on the type
of that chord, you may have a lot of freedom or no freedom at all in choosing
the mode.
Power Chord
Since all the modes of the major scale accommodate a given
power chord (except the Locrian mode which has a b5 and would conflict with the
5 of the power chord), the lead can vary modes and colors at will. This is in
fact what Joe Satriani calls his “pich axis” theory.
Triad or Seven-Note Chord
If the chord is a triad or a seven note chord (or more
complex chord), the mode is implied.
The lead has little or no freedom at all.
To understand why the lead has no options in the second
case above, we need to revisit the relationship between chords and scales. Let’s take a C major chord: its constituent
notes are (C E G). A Cmaj7 chord would
contain (C E G B); a Cmaj7(9) contains (C E G B D), etc. Starting with the latter chord, we can
continue to enrich it by adding more thirds; the most complex C chord we can
make this way is (C E G B D F A). Map
back all these notes within the boundaries of an octave, sort them by ascending
pitch order, and you end up with:
C
D E
F G A B
In other words, the C major chord is a shortcut of the C
major scale, or Ionian mode; the richer the chord becomes, the better it
approximates the corresponding scale/mode.
Similarly, starting with a Dm chord and stacking up thirds
you obtain (D F A C E G B), or
D
E F
G A B C D
This is a D Dorian scale.
If you do this for all the degrees of the major scale, you
will find out that:
• The
Ionian mode corresponds to the I chord
• The
Dorian mode corresponds to the ii chord
• The
Phrygian mode corresponds to the iii chord
• The
Lydian mode corresponds to the IV chord
• The
Mixolydian mode corresponds to the V chord
• The
Aeolian mode corresponds to the vi chord
• The
Locrian mode corresponds to the vii chord
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