This is what Dr. Lloyd Brownell measured back in the 1960's. Note that the bullet is round nose, so the taper of the sides of the ogive is very gradual, so it has to seat a greater distance than a spitzer nose shape does for the same size gap between the freebore and the bullet to open up. Dr. Brownell believed that gap controls the amount of gas bypassing the bullet from the moment gas starts coming out between the bullet and the case neck and until the bullet jumps and jams into the lands, obturating (sealing off) the bore for the chamber.
Here's a smaller spitzer nose bullet, though. Note the mean pressure drops 20% for just being 0.030" off the lands:
But that all begs the question, how do you determine the seating depth at which the optimal powder charge will produce the best grouping. Item 3. in this old page on load development and ladder shooting describes how an old 8 mm Mauser with a shot out throat became the tightest grouping hunting rifle Somchem had ever tested.
This Tech Talk page by Berger appears to find the same thing happens when seating depth is correct.
Like Somchem and Berger, the usual procedure is to establish a charge, then look for best seating depth. Is there interaction? Yes. If you make a load that is jammed into the lands, you need about 10% less powder than it takes to reach that same pressure when the bullet is about 0.030" off the lands. However, the jammed load will not reach as high a velocity you reach when the load is adjusted to reach the same peak pressure with some jump. Why not? Peak pressure alone does not determine velocity. If two loads give you the same velocity with the same bullet, the average pressure in the barrel is the same. But with more powder you have more gas, so the muzzle pressure is higher. So, for the velocity to be the same with a heavier charge of the same powder, the peak pressure actually has to be lower. This means acceleration in the early part of the barrel is lower so the bullet is going slower just after the peak and makes it up later with the higher sustained pressure the bigger gas quantity achieves past the peak. But that means that even though the final muzzle velocity is the same, the barrel time for the heavier charge is, ironically, longer. So it can move you off a sweet spot.
If you were to load to keep the same barrel time, which is what you want to stay in the flat spot of an Audette ladder, then you will have to load for slightly higher velocities as you back off from the lands.
So, ideally, you would run a ladder at each seating depth, find the flat spot for vertical stringing, then shoot test groups with each flat spot load to see which one produced the overall smallest group. It's a bunch of shooting.
Here's an example of the interactions simulated in QuickLOAD by changing start pressure to approximate results in that 6 ppc plot.
Note how, at 0.030 off the lands, the powder charge needed to get the same barrel time back (last row) is both higher pressure and higher velocity than the jammed load was. The third row matches the velocity of the first row, showing the jammed bullet uses powder more efficiently.
Here's a smaller spitzer nose bullet, though. Note the mean pressure drops 20% for just being 0.030" off the lands:
But that all begs the question, how do you determine the seating depth at which the optimal powder charge will produce the best grouping. Item 3. in this old page on load development and ladder shooting describes how an old 8 mm Mauser with a shot out throat became the tightest grouping hunting rifle Somchem had ever tested.
This Tech Talk page by Berger appears to find the same thing happens when seating depth is correct.
Like Somchem and Berger, the usual procedure is to establish a charge, then look for best seating depth. Is there interaction? Yes. If you make a load that is jammed into the lands, you need about 10% less powder than it takes to reach that same pressure when the bullet is about 0.030" off the lands. However, the jammed load will not reach as high a velocity you reach when the load is adjusted to reach the same peak pressure with some jump. Why not? Peak pressure alone does not determine velocity. If two loads give you the same velocity with the same bullet, the average pressure in the barrel is the same. But with more powder you have more gas, so the muzzle pressure is higher. So, for the velocity to be the same with a heavier charge of the same powder, the peak pressure actually has to be lower. This means acceleration in the early part of the barrel is lower so the bullet is going slower just after the peak and makes it up later with the higher sustained pressure the bigger gas quantity achieves past the peak. But that means that even though the final muzzle velocity is the same, the barrel time for the heavier charge is, ironically, longer. So it can move you off a sweet spot.
If you were to load to keep the same barrel time, which is what you want to stay in the flat spot of an Audette ladder, then you will have to load for slightly higher velocities as you back off from the lands.
So, ideally, you would run a ladder at each seating depth, find the flat spot for vertical stringing, then shoot test groups with each flat spot load to see which one produced the overall smallest group. It's a bunch of shooting.
Here's an example of the interactions simulated in QuickLOAD by changing start pressure to approximate results in that 6 ppc plot.
H322 23.5 grains 2862 fps 1.087 ms barrel time, 100% (reference pressure of 42,756 psi), jammed into lands
H322 23.5 grains 2763 fps 1.234 ms barrel time, 78% reference pressure, 0.030" off lands
H322 24.4 grains 2862 fps 1.184 ms barrel time, 86% reference pressure, 0.030" off lands
H322 26.1 grains 3050 fps 1.087 ms barrel time, 105% reference pressure, 0.030" off lands
H322 23.5 grains 2763 fps 1.234 ms barrel time, 78% reference pressure, 0.030" off lands
H322 24.4 grains 2862 fps 1.184 ms barrel time, 86% reference pressure, 0.030" off lands
H322 26.1 grains 3050 fps 1.087 ms barrel time, 105% reference pressure, 0.030" off lands
Note how, at 0.030 off the lands, the powder charge needed to get the same barrel time back (last row) is both higher pressure and higher velocity than the jammed load was. The third row matches the velocity of the first row, showing the jammed bullet uses powder more efficiently.