Lordy, this is getting technical now, aerodynamics. Any mechanical engineers who work in this field anywhere? I am trying to remember my university fluid mechanics (for civil engineering and therefore water side of things) and I remember the simple way of assessing drag was by the
drag coefficient.
I would assume that as EMUs only travel at 90mph, aerodynamic streamlining and the practicalities of fitting is outweighed by the operability benefits of having connecting gangways and large doors. I remember in the spec for the class 91 that the snub end is restricted to 100mph due to the aerodynamics of the flat face, although the buffers and other equipment on the normal end will not be very aerodynamic.
Drag and aerodynamics are not just a result of the front of the train hitting the air there is also the surface drag (skin friction) of the whole length of the train. Things like the surface material, recessed doors and windows, undercarriage arrangments all will increase turbulence and skin friction. Not working in this area I don't know what the governing effect is on a train, the aerodynamics of the nose, or the drag over the whole length of the train.
The biggest issue with drag on high speed trains seems to be tunnels and the massive additional power required to drive a train through at 300km/hr with the piston effect. For instance the newer shinkansen trains
N500,
N700 and the new
E5 have exceptionally long noses to reduce the piston effect in tunnels, which make up a significant percentage of the routes. I read in the HS2 spec that its doubles the power requirement at 300kmhr.
As for the power required being 8 times as much at top speed as starting off. Surely starting off you have to overcome inertia which takes significant power? I would assume, starting off the train uses a lot of power, this tails off at lower speed and then starts to creep up as drag increases. This is what the power curve is I assume? Roger Ford mentions it quite often in modern railways but I have not read up on what he is on about.