Hi Hugh:
Looks like I might be clear to post so I can try make a few contributions now. I know I'm years late to this party but perhaps I can make a few helpful points.
As many posters have suggested, force or power delivered to the pedal at any instant represents a combination of muscular and non muscular terms. In the figure below you will see data from a recent study in my lab. These are average data from 10 cyclists and the general pattern is typical of biomechanics reported in many publications.
The black squares show the total power being delivered to the right pedal at 250 watts (overall) and 80 rpm. There is negative power (which is typical of almost all cyclists) delivered to the pedal in the flexion phase. This of course is the basis for so much discussion about pedaling technique. The blue squares show the non muscular contribution to power which arises from gravity and from acceleration (linear and angular) of the limb segments. This term is positive generally as the limb extends and negative as the limb flexes. This data only represents one side so keep in mind that the other limb is 180 degrees out of phase which keeps the non muscular power term nearer to zero throughout the cycle. That is, the two limbs generally balance one another. The red squares show muscular power contribution. In other words, the red represents what the cyclist actively "does". Note that muscular power is always positive and this is typical of most cyclists we see in our lab. Very few actually produce negative (counterproductive) power with muscular actions even when highly fatigued. So,
muscular power during leg flexion is, in fact,
positive throughout the cycle. Its just not usually high enough to overcome the non muscular demand. As I mentioned above, the other leg is extending during this phase so the net non muscular power from both pedals is nearer to zero throughout the cycle and averages to zero for a complete revolution during steady state cycling. Consequently, there is nothing in a typical pedaling technique to "fix" with additional pulling up to "improve" technique. I hope this sheds some light on the topic.
I am in a busy time with courses under way and a large grant submission due next month so I will not be able to participate in this discussion as much as some of you. I will try to drop in from time to time and help clarify. However, I will not be able to engage in tit for tat arguments.
Cheers,
Jim