4 citations · 10 across the 8 of their papers we have counts for
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On the brachistochrone problem for cycling ascents
Len Bos, Michael A. Slawinski, Raphaël A. Slawinski +1
VAM ({\it velocità ascensionale media}) is a measurement that quantifies a cyclist's climbing ability. We show that to minimize the time to attain a given height gain\, -- \,which…
Modelling of cyclist's power to overcome dissipative forces on a velodrome
Len Bos, Michael A. Slawinski, Raphaël Slawinski +1
We model the instantaneous power applied by a cyclist on a velodrome -- for individual pursuits and other individual time trials -- taking into account its straights, circular arcs…
On modelling bicycle power for velodromes: Part II Formulation for individual pursuits
Len Bos, Michael A. Slawinski, Raphaël A. Slawinski +1
We model the instantaneous power on a velodrome--as applied to individual pursuits and other individual time trials--taking into account its straights, circular arcs, and connectin…
On modelling bicycle power for velodromes: Part I: Formulation for individual pursuits
Michael A. Slawinski, Raphaël A. Slawinski, Theodore Stanoev
For a moving bicycle, the power can be modelled as a response to the propulsion of the centre of mass of the bicycle-cyclist system. On a velodrome, an accurate modelling of power…