Conventional wisdom on these forums suggest that launching to a minimum Kerbin orbit is best, but I am starting to question that.
Assuming you do most of circularizeation in atmosphere, an AP of less than 80 km means you spend a lot of time taking additional drag losses. Even 10 km of additional altitude can halve (or more) the arc you transcribe in the atmosphere! Furthermore such ballistic modifications don't require much additional velocity (important because drag force is directly proportional to the cube of velocity)
I have never seen a useful equation to describe Oberth gains or SoI transitions. I thus have no useful theoretical tools to explore the trade-off between greater drag losses and less optimal ejection burns caused by drag losses. Has this area been explored on these forums before? If not are there any derived equations that can help illustrate Oberth gains for ejection burns?
We already see examples that minimum Kerbin orbit is not the most efficient on the extreme end of the drag spectrum with large single launch stations.
Just to be clear: I don't dispute that low orbits are typically the most efficient for LKO access. I question if they are the most efficient for interplanetary expeditions.
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ajburges 130
Conventional wisdom on these forums suggest that launching to a minimum Kerbin orbit is best, but I am starting to question that.
Assuming you do most of circularizeation in atmosphere, an AP of less than 80 km means you spend a lot of time taking additional drag losses. Even 10 km of additional altitude can halve (or more) the arc you transcribe in the atmosphere! Furthermore such ballistic modifications don't require much additional velocity (important because drag force is directly proportional to the cube of velocity)
I have never seen a useful equation to describe Oberth gains or SoI transitions. I thus have no useful theoretical tools to explore the trade-off between greater drag losses and less optimal ejection burns caused by drag losses. Has this area been explored on these forums before? If not are there any derived equations that can help illustrate Oberth gains for ejection burns?
We already see examples that minimum Kerbin orbit is not the most efficient on the extreme end of the drag spectrum with large single launch stations.
Just to be clear: I don't dispute that low orbits are typically the most efficient for LKO access. I question if they are the most efficient for interplanetary expeditions.
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