How does one interpret (or write) scientific pitch notation with accidentals when it crosses octave...
Given C♭♭4, for example, is that enharmonic with B♭3 (because you start at C4 and flat it twice) or B♭4 (because octave number 4 means octave number 4)?
Asked another way, how do you write the note below in scientific pitch notation?
I'm just wondering from a theoretical perspective.
theory accidentals pitch
add a comment |
Given C♭♭4, for example, is that enharmonic with B♭3 (because you start at C4 and flat it twice) or B♭4 (because octave number 4 means octave number 4)?
Asked another way, how do you write the note below in scientific pitch notation?
I'm just wondering from a theoretical perspective.
theory accidentals pitch
add a comment |
Given C♭♭4, for example, is that enharmonic with B♭3 (because you start at C4 and flat it twice) or B♭4 (because octave number 4 means octave number 4)?
Asked another way, how do you write the note below in scientific pitch notation?
I'm just wondering from a theoretical perspective.
theory accidentals pitch
Given C♭♭4, for example, is that enharmonic with B♭3 (because you start at C4 and flat it twice) or B♭4 (because octave number 4 means octave number 4)?
Asked another way, how do you write the note below in scientific pitch notation?
I'm just wondering from a theoretical perspective.
theory accidentals pitch
theory accidentals pitch
edited Jan 19 at 0:18
Richard
40.4k689174
40.4k689174
asked Jan 18 at 19:05
trwtrw
2,213925
2,213925
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add a comment |
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Follow the note name. Add accidentals later.
Begin by acknowledging that this pitch is some type of C4. Then add accidentals to show that it's C♭♭4.
This is a little strange, because (as you say) C♭♭4 is lower than B3. But that's no more odd than saying any C♭♭ is lower than its nearest B.
And the same is of course true going the other way: B♯3, despite being enharmonic to C4, is nevertheless identified in the "3" register.
2
Makes sense. Guess you don't really need double accidentals to have this question.
– trw
Jan 18 at 19:15
3
I think it helps the question to have the two pitches sounding the same. If it's only C♭, it's still above B♭, so the question of "why is 4 higher than 3?" isn't as problematic.
– Richard
Jan 18 at 19:21
add a comment |
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1 Answer
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1 Answer
1
active
oldest
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oldest
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active
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votes
Follow the note name. Add accidentals later.
Begin by acknowledging that this pitch is some type of C4. Then add accidentals to show that it's C♭♭4.
This is a little strange, because (as you say) C♭♭4 is lower than B3. But that's no more odd than saying any C♭♭ is lower than its nearest B.
And the same is of course true going the other way: B♯3, despite being enharmonic to C4, is nevertheless identified in the "3" register.
2
Makes sense. Guess you don't really need double accidentals to have this question.
– trw
Jan 18 at 19:15
3
I think it helps the question to have the two pitches sounding the same. If it's only C♭, it's still above B♭, so the question of "why is 4 higher than 3?" isn't as problematic.
– Richard
Jan 18 at 19:21
add a comment |
Follow the note name. Add accidentals later.
Begin by acknowledging that this pitch is some type of C4. Then add accidentals to show that it's C♭♭4.
This is a little strange, because (as you say) C♭♭4 is lower than B3. But that's no more odd than saying any C♭♭ is lower than its nearest B.
And the same is of course true going the other way: B♯3, despite being enharmonic to C4, is nevertheless identified in the "3" register.
2
Makes sense. Guess you don't really need double accidentals to have this question.
– trw
Jan 18 at 19:15
3
I think it helps the question to have the two pitches sounding the same. If it's only C♭, it's still above B♭, so the question of "why is 4 higher than 3?" isn't as problematic.
– Richard
Jan 18 at 19:21
add a comment |
Follow the note name. Add accidentals later.
Begin by acknowledging that this pitch is some type of C4. Then add accidentals to show that it's C♭♭4.
This is a little strange, because (as you say) C♭♭4 is lower than B3. But that's no more odd than saying any C♭♭ is lower than its nearest B.
And the same is of course true going the other way: B♯3, despite being enharmonic to C4, is nevertheless identified in the "3" register.
Follow the note name. Add accidentals later.
Begin by acknowledging that this pitch is some type of C4. Then add accidentals to show that it's C♭♭4.
This is a little strange, because (as you say) C♭♭4 is lower than B3. But that's no more odd than saying any C♭♭ is lower than its nearest B.
And the same is of course true going the other way: B♯3, despite being enharmonic to C4, is nevertheless identified in the "3" register.
answered Jan 18 at 19:10
RichardRichard
40.4k689174
40.4k689174
2
Makes sense. Guess you don't really need double accidentals to have this question.
– trw
Jan 18 at 19:15
3
I think it helps the question to have the two pitches sounding the same. If it's only C♭, it's still above B♭, so the question of "why is 4 higher than 3?" isn't as problematic.
– Richard
Jan 18 at 19:21
add a comment |
2
Makes sense. Guess you don't really need double accidentals to have this question.
– trw
Jan 18 at 19:15
3
I think it helps the question to have the two pitches sounding the same. If it's only C♭, it's still above B♭, so the question of "why is 4 higher than 3?" isn't as problematic.
– Richard
Jan 18 at 19:21
2
2
Makes sense. Guess you don't really need double accidentals to have this question.
– trw
Jan 18 at 19:15
Makes sense. Guess you don't really need double accidentals to have this question.
– trw
Jan 18 at 19:15
3
3
I think it helps the question to have the two pitches sounding the same. If it's only C♭, it's still above B♭, so the question of "why is 4 higher than 3?" isn't as problematic.
– Richard
Jan 18 at 19:21
I think it helps the question to have the two pitches sounding the same. If it's only C♭, it's still above B♭, so the question of "why is 4 higher than 3?" isn't as problematic.
– Richard
Jan 18 at 19:21
add a comment |
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