Ladies and Gentlemen,
I'd be really grateful for your advice. I'm planning a mini cycling tour in Turkey. The problem is that my route crosses a range of hills 2000m high. It takes 10 miles to rise from sea level to 2000m, then another 10 to drop back to 1000m on the inland plain.
Based on a recent trip from Hampshire to Somerset and back I reckon that on fairly flat terrain with a loaded bike I can average 50-60 miles a day.
The question is how hard am I going to find crossing the hills? Should I work on the basis that the 10 miles climbing upwards counts the same as 30 roughly flat miles? Or perhaps 50? I'm trying to work out how much further I'm going to be able to travel that day and I suspect it won't be very far. I've only got a week off work so need to plan my route reasonably accurately.
And is there a rule of thumb for how much hills slow you down? I seem to remember from hill walking at school that crossing one countour on an OS 1:25 000 map added ten minutes, or something like that. Is there a similar rule for cycling?
Thank you very much.
Alexios
I'd be really grateful for your advice. I'm planning a mini cycling tour in Turkey. The problem is that my route crosses a range of hills 2000m high. It takes 10 miles to rise from sea level to 2000m, then another 10 to drop back to 1000m on the inland plain.
Based on a recent trip from Hampshire to Somerset and back I reckon that on fairly flat terrain with a loaded bike I can average 50-60 miles a day.
The question is how hard am I going to find crossing the hills? Should I work on the basis that the 10 miles climbing upwards counts the same as 30 roughly flat miles? Or perhaps 50? I'm trying to work out how much further I'm going to be able to travel that day and I suspect it won't be very far. I've only got a week off work so need to plan my route reasonably accurately.
And is there a rule of thumb for how much hills slow you down? I seem to remember from hill walking at school that crossing one countour on an OS 1:25 000 map added ten minutes, or something like that. Is there a similar rule for cycling?
Thank you very much.
Alexios