RECORD: Darwin, C. R. 1863.05.04. Hartfield / Spirality. CUL-DAR45.142-143. Edited by John van Wyhe (Darwin Online, http://darwin-online.org.uk/)
REVISION HISTORY: Transcribed by Christine Chua and edited by John van Wyhe 10.2022. RN1
NOTE: See record in the Darwin Online manuscript catalogue, enter its Identifier here. Reproduced with permission of the Syndics of Cambridge University Library William Huxley Darwin. The volume CUL-DAR45 contains notes for Natural selection chap. 4 'Variation under nature'.
[142]
Hartfield
Spirality May 4th 1863
I see in Plum shoot (2/5) at very apex, buds decrease successively in size & pretty crowded —
In Lychnis (?) with opposite leaves, the exterior buds (seen with 1/10' lens) are exactly equal & not on centre of axis. The next 2 leaves being alternate well explained by crowding & requisite space being then granted —(Does not bundles of spiral vessels account for leaves running in lines: first establish this, & establish principle of alternation & in flowers & in rows of shillings & then go on to Spires) There is wider distinction between buds necessarily found on continuously growing axis & contemporarily formed when opposite or in whorls — I think spire would result from buds successively formed on growing axis, with centre requisite space between each?? Can alternation
[142v]
I must assume when only 2 or 3 leaves in spire there is not crowding enough to make alternation necessary on growing them; though it is enough in flower — But in whorl of 3 I must assume that there is crowding enough —
360 [x] 2 [=] 720 [÷] 5 [=] 144
In young Plum — shoots are ring of dots or groups of spiral sepals & not 5 defined groups
with opposite leaves the cotyledons determine first pair & then others alternate & then 3d pair alternate & so on.— With 3 leaves, whatever position of 3 first, the next 3 alternate & the next 3 above first three leaves.—
[143]
settle the definite angles? First make diagram of all angles [diagram]
Also draw 2/5, 3/8, 5/13, 8/21 thus [diagram]
& then 3/8 & so on & see if we have alternation; & so with 3/8 & 5/23.—
Then try such an angle as 160° 170, 154° & see if there would be alternation.— /over
[143v]
Take some other fraction & so as 3/5 or 4/7 1/2 1/3 2/5 3/8
If we take assume that leaf buds successively formed on continuously growing axis, at some definite angle from each other can hardly fail to form a spire; take alternate leaves (ie 180°) & it must be spire — Take 120° — so it will be — assume angle & continued growth & spires will follow.—
I have been looking at young stems of Honeysuckle with alternate leaves, & spiral vessels form about 12 groups in ring, so no explanation of leaf over leaf.— nor in Oleander in which 3 leaves are opposite to each other.
Citation: John van Wyhe, ed. 2002-. The Complete Work of Charles Darwin Online. (http://darwin-online.org.uk/)
File last updated 26 October, 2022