My guess is it's around 30 seconds, give or take 10 seconds. That's the moment on the mission clock that I'll be watching for ...If you look at this fabulous Falcon Heavy launch simulation vid by Zach and freeze it at the right time you should get an idea of when the stack wouldn't tumble back on the launch pad ... Looks like around 15 seconds elapsed mission time to me.
Thanks Oersted for the link to that GREAT simulation.
Zach, could you run that with a view from the side, showing the IIP during the first 30 seconds? (in other words, keep the ground in view, and we can use the stack height to estimate horizontal distance.
Per the simulation, the pitchover doesn't even start until +15 seconds, so +15 secs is definitely NOT long enough (it will fall straight back down, a la Antares as I mentioned). By my guess, looking at downrange distance, altitude and apogee, it's not until about +25 seconds (+/- 5 secs) that the IIP would clear the LC-39A fenceline, 400 meters from the pad. We are converging on a solutionAntares didnt activate the flight termination system, so it came down as two full tanks.
Hopefully SpaceX will be faster on the trigger if it happens.
Propellant dispersal is really important in these situations.
If you look at this fabulous Falcon Heavy launch simulation vid by Zach and freeze it at the right time you should get an idea of when the stack wouldn't tumble back on the launch pad:
Looks like around 15 seconds elapsed mission time to me.
My guess is it's around 30 seconds, give or take 10 seconds. That's the moment on the mission clock that I'll be watching for ...If you look at this fabulous Falcon Heavy launch simulation vid by Zach and freeze it at the right time you should get an idea of when the stack wouldn't tumble back on the launch pad ... Looks like around 15 seconds elapsed mission time to me.
Thanks Oersted for the link to that GREAT simulation.
Zach (was that ZachS09?), could you run that with a view from the side, showing the IIP during the first 30 seconds? (in other words, keep the ground in view, and we can use the stack height to estimate horizontal distance.
Per the simulation, the pitchover doesn't even start until +15 seconds, so +15 secs is definitely NOT long enough (it will fall straight back down, a la Antares as I mentioned). By my guess, looking at downrange distance, altitude and apogee, it's not until about +25 seconds (+/- 5 secs) that the IIP would clear the LC-39A fenceline, 400 meters from the pad. We are converging on a solution
Watch the bouncing IIP as it suddenly has a horizontal component. I'd say a half minute.
It's easier just to keep a note of the downrange distance displayed in the top left of the sim.
Most of that trajectory was done by OneSpeed, and he has the gravity turn starting at 10 seconds. Take the entire thing was a large grain of salt because there are a lot of unknowns right now.
If it makes it past the first few seconds it’s likely fine till staging.
Then, hey, who knows, if it survives staging the side boosters I think it will be completely successful.
Oersted I'm the Zach who made the simMost of that trajectory was done by OneSpeed, and he has the gravity turn starting at 10 seconds. Take the entire thing was a large grain of salt because there are a lot of unknowns right now.
My guess is it's around 30 seconds, give or take 10 seconds. That's the moment on the mission clock that I'll be watching for ...If you look at this fabulous Falcon Heavy launch simulation vid by Zach and freeze it at the right time you should get an idea of when the stack wouldn't tumble back on the launch pad ... Looks like around 15 seconds elapsed mission time to me.
Thanks Oersted for the link to that GREAT simulation.
Zach (was that ZachS09?), could you run that with a view from the side, showing the IIP during the first 30 seconds? (in other words, keep the ground in view, and we can use the stack height to estimate horizontal distance.
Per the simulation, the pitchover doesn't even start until +15 seconds, so +15 secs is definitely NOT long enough (it will fall straight back down, a la Antares as I mentioned). By my guess, looking at downrange distance, altitude and apogee, it's not until about +25 seconds (+/- 5 secs) that the IIP would clear the LC-39A fenceline, 400 meters from the pad. We are converging on a solution
Usually the IIP is the thing to watch, but this assumes the rocket continues as an inert solid body - as if the engines are shut off and nothing else breaks.
Usually the IIP is the thing to watch, but this assumes the rocket continues as an inert solid body - as if the engines are shut off and nothing else breaks.
IIP is a point spread function based on numerous parameters. You can only state "probability of IIP at point X,Y is Z based on parameters T, P, Q, R, ...". Constrain the parameters sufficiently and you can assert that it "continues as an inert solid body". However, most real-world models (probabilistic-time-based) do not apply such constraints or make such assumptions--unless the parameters are well bounded and understood (e.g., close to lift off). Which is why the models tend to vary their parameters over the flight path (in particular, probability vs. time, as spread-uncertainty tends to increase with time).
I wonder how FH would handle an engine failure on a side booster? I guess it would need to throttle down the other side? Throw in scenarios of failures of two engines in various configurations and it could all get complicated.
I wonder how FH would handle an engine failure on a side booster? I guess it would need to throttle down the other side? Throw in scenarios of failures of two engines in various configurations and it could all get complicated.
Would it be too off-topic to give this link to the last time a rocket with this many engines made its (short) first flight - the Soviet N1 moon rocket 49 years ago next month: