For the experts:
Looking to remove 1 remaining spacer on E112, head tube angle 72.5 degrees, trigonometry question:
- By how many cm will my aerobar pads move forward for additional 1cm drop at 72.5 degree head tube angle?
- To preserve my hip angle, the saddle will have to slide forward a bit? Any eyeball rough figure?
- For every mm/ cm saddle forward, how many mm/ cm do I go up to preserve the saddle to BB distance/ saddle height?
Just being lazy to start drawing it and calculating. Hoping that there are some ST fit gurus hanging around. Thanks.
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cos72.5
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not sure, maybe 5cm? Moving forward doesn’t increase hip angle as much as you think
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15% maybe?
You should draw it on graph paper if you are actually interested in drawing it.
Thank you, will try here in a few minutes.
For the experts:
Looking to remove 1 remaining spacer on E112, head tube angle 72.5 degrees, trigonometry question:
- By how many cm will my aerobar pads move forward for additional 1cm drop at 72.5 degree head tube angle?
- To preserve my hip angle, the saddle will have to slide forward a bit? Any eyeball rough figure?
- For every mm/ cm saddle forward, how many mm/ cm do I go up to preserve the saddle to BB distance/ saddle height?
Just being lazy to start drawing it and calculating. Hoping that there are some ST fit gurus hanging around. Thanks.
wish i had my autocad…
i guess i could figure it out using the ol’ Ti83…
lazy man am i
From a previous post of mine:
Tried it on the Saturday long ride, and sure enough, it ain’t right. Some quick math a minute ago yields that dividing the HTA by 36* gives me the vertical change of adding/removing spacers, and from there I can subtract the horizontal effect. Ergo, removing a 2.5mm spacer moves the bars down 2.02mm, and forward .48mm.
(At least with a 73 HTA and 2.5mm spacer change)
So, I think it’s safe to ASS U ME that by dropping 1cm in stem stack height, you’ll add ROUGHLY 1.92mm in pad reach.
You may not need to change anything vis a vis your pads or your saddle. Ride it first.
*Nobody corrected my math the first time around, so I’m sticking with it unless somebody smart says otherwise.