As I said in the explanation post above, this glide phase trajectory optimization technique is sort of universal model that you can implement in many missiles and shape the trajectory accordingly. Any guided flight vehicle usually has 2 phases of flight generally, boost phase and glide phase. This is why these are called atmospheric boost glide vehicles, ie the entire flight envelope is within the lower altitude and range is extended compared to a pure ballistic trajectory flight vehicle by using aerodynamic lift more precisely. This flight envelope is optimised for a max height constraint of 30 km in this particular graph, it can be also for a 40km apogee high point too.It has to be rudram 2, the Data matches with it
This one reason why R2 R3 is generally cylindrical shape rocket motors with blunt front. This means such missiles stay within lower altitude region, but can face very high speed and heat loading for a brief period when the rocket motor burns out. That is the peak velocity it attains at the apogee point. this apogee point if you notice in the poster graph, is almost 100km away from launch point. So the boost phase can also give approx 60-100 km lateral distance (can be less ofc but general figure). Then the glide phase program kicks in.
Now the glide phase from the graph, think it as a whole chicken. You went to buy chicken meat, but only want the best cut piece. So the graph shown here is of the entire possible trajectory model wrt velocity where peak is 1800m/s to finally zero almost. But you need certain kinetic thrust & velocity so impact can be supersonic ie 550 m/s. So plot it on the velocity-time graph and we get approx near 270-300sec flight time , then from range-time graph we get approx 300km+ range for that flight duration. So add with the boost phase distance 60km minimum and you get a missile that is capable of striking a longer range than we admit all while in prime condition to evade any ad system.
btw its not essentially for R2, but it can explain the way R2 would fly in this specific trajectory. By changing other parameters , you can create multiple trajectory options thereby increasing the unknown probability factor manyfold. This trajectory can be implemented in any ground or air launched missile. For ground launch you would need a bigger booster that is.



: you may have mind blown a little 