GbndRnge < BndsRnXp convergence test
Posted: Wed Sep 17, 2025 8:32 am
Dear all,
Hello,
I have a question regarding the validity of a convergence study I performed.
In my test procedure, I kept GbndRnge constant at 120 while varying two parameters: BndsRnXp across the set {120, 240, 360, 480} and NGsBlkXp across {5, 10, 15, 20} Ry. Based on this, I found the calculation to be converged with BndsRnXp = 360 and NGsBlkXp = 15 Ry.
However, it has recently come to my attention that the condition GbndRnge > BndsRnXp should be satisfied. This raises concerns about my results, since my fixed GbndRnge (120) was less than the apparent converged value of BndsRnXp (360).
Therefore, could you clarify if a convergence test is considered reliable when conducted under conditions where GbndRnge < BndsRnXp?
Hello,
I have a question regarding the validity of a convergence study I performed.
In my test procedure, I kept GbndRnge constant at 120 while varying two parameters: BndsRnXp across the set {120, 240, 360, 480} and NGsBlkXp across {5, 10, 15, 20} Ry. Based on this, I found the calculation to be converged with BndsRnXp = 360 and NGsBlkXp = 15 Ry.
However, it has recently come to my attention that the condition GbndRnge > BndsRnXp should be satisfied. This raises concerns about my results, since my fixed GbndRnge (120) was less than the apparent converged value of BndsRnXp (360).
Therefore, could you clarify if a convergence test is considered reliable when conducted under conditions where GbndRnge < BndsRnXp?