Bloodhound


image source:  http://www.bloodhoundssc.com/project/car


       Full disclosure (and for the record), I think the name Bloodhound is a rather silly moniker for this vehicle.  Sure it sounds cool(?), but if you know what a bloodhound (the dog breed this time) actually look like you know what I'm talking about.  If you DON'T know what a bloodhound (again, the dog) looks like, click here.

        I digress, back to the car.

    Bloodhound is essentially an aluminum and composite chassis stretched around a turbofan jet engine and two liquid fuel rocket engines, with a pilot strapped to the front of it. It's low speed power plant (turbofan) was scavenged out of a Eurojet Typhoon, one of Britain's fighter jet.1{⋯}^{⋯}  However that is not enough to break the 1000mph mark, at top speed a number (two or three, the number is relatively unspecified at this time) specialized hybrid rockets will be employed to provide the additional thrust required for top speed.1 {⋯}^{⋯}  It's a massive undertaking, thousands of man hours and facing some pretty impressive challenges, some that you might not think of off the bat, like how to actually pump fuel to the engines during acceleration and how to design a nose cone that can withstand 138000 Pascals of air pressure at full speed.1{⋯}^{⋯}

   I highly encourage you to look through the Bloodhound SSC website, it's quite good.  As a side note, for a paltry twenty dollars, you can get your name plastered across the tail fin of Bloodhound.

    All told, power source is capable of 135,000 horsepower at full power, and with a curb weight is just under 17,200 lbs, you can imagine the amount of kinetic energy present at full speed.1{⋯}^{⋯}

Or we could just find out. 

Ke = 1/2 M{V}^{2}Vehicle weight is 17,165lb, (or 7768kg, we are going to move to the metric system)  1050 mph translates to (at 1.6km to the mile) 1690 km an hour.1 

By the formula for kinetic energy from mass and velocity;

Ke=1/2MV2Ke = 1/2 M {V}^{2}

At full speed this car will have a kinetic energy of about 854328000 joules.