Leftymax wrote:I know this might be to general of a question, but at what point in your life will you power output start to decline in cycling in regards to age ?
Thanks
Tom
Like everything else in life that's age-related, it's not far from the truth to argue that at some point past the age of 30, all systems start to head south.
Over on the google wattage forum, power differences related to age have been a sometime topic. See for example, this
discussion.
In the table, from the wattage forum (from a post by Jim Turner), the 2nd column indicates the "residual" performance level, the 3rd, the drop per year, in %. In other words at age 55 you can expect to be at 86% of your top level, ie 14% down.
At age 56 you will be down by 14% +0.73% = 14.7% and so on
40 0.9679 0.64
45 0.9333 0.69
50 0.8980 0.71
55 0.8616 0.73
60 0.8236 0.76
65 0.7834 0.80
70 0.7403 0.86
75 0.6935 0.94
80 0.6419 1.03
Turner also says: "Tne rule of thumb which is easy to remember and reasonably accurate is one percent decline in cycling power for each year over forty years old. For example, there are many pros in their late thirties and the power of a male 80 year is about 60% of his peak. There are studied differences in the decline based on event duration (anaerobic vs. VO2max vs. endurance), on gender and on amount of training but one percent gives you some idea of what to expect as the curtain begins to fall and the light grows dim...
One possible approach is to use the published age-graded factors that are used for running events. Since your event duration is one minutes, I copy below
some age-graded factors for men and women for running 400 meters which takes about one minute.
Factor
Age Men Women
-------------------
30 1.0000 1.0000
35 0.9693 0.9645
40 0.9384 0.9288
45 0.9071 0.8927
50 0.8751 0.8559
55 0.8420 0.8180
60 0.8073 0.7785
65 0.7704 0.7368
70 0.7306 0.6922
75 0.6871 0.6439
You could then take the measured power and divide it by the age factor to get an "age corrected" power. For example, if a 50 year old man held 450 watts
for one minute, his age-corrected power would be 514 watts = 450/.8751.
The full published tables give factors for each single year but you could just interpolate the values above if you want to use single year corrections."
Hope this helps.