Earlier quoted context omitted.
According to this link ( http://www.g2mil.com/high.htm ), air friction is not completely trivial. Additionally rocket engines are more efficient in less dense atmosphere "because the thinner air allows a better plume". They estimate that launching from 30,000 feet provides 9.3% greater thrust. Note that much of the energy spent for orbital flight is not spend getting height, but spent getting speed. Efficiency is gre…
>LEO requires about 7.8 km/s, Skylon's jet engines can go around 1.7 km/s. You are reaching 20% of your orbital velocity without reaction mass. Unfortunately, kinetic energy scales as speed squared, so 20% of your orbital speed represents less than 5% of your orbital kinetic energy. To put this in perspective, the difference in gravitational potential energy between LEO and the earth's surface represents about 15% of…
Fortunately this is counterbalanced by the Oberth effect. Getting to 20% of your orbital velocity requires expending 20% of your rocket's delta-V. And since delta-V is logarithmic in your propellant mass (rocket equation) that could easily translate to needing half as much fuel.