Dear Dr. Jeremy,
Thank you very much for your reply, for clarifying my misunderstanding, and for the illustrative picture.
Regarding your side note, yes, I should add 'inf' to the pcoord dimensions, particularly at the right boundaries; otherwise, It will keep crashing.
Based on your reply and your previous conversation with Hayden, I'm considering the following scheme. Could you please help to cofirm its reasonableness? Also, since you provided an illustrative picture earlier, could you please provide another diagram to clarify the leading bin and bottleneck locations? I understand a bottleneck represents a longest distance between two bins, indicating a significant barrier. However, I'm unclear about the definition of 'leading bins.' Are they bins near the target position, or those that initiate the next round of WESTPA simulations? I hope this isn't too much trouble. I've included my binning scheme below for your reference. Thank you in advance!
This is the binning scheme I intend to use:
bins:
# To use MAB binning, define a recursive bin mapper
type: RecursiveBinMapper
base:
# This defines outer binning scheme
type: RectilinearBinMapper
boundaries:
- [-inf, 0, 2.0, 2.5, 3.0, 3.5, 4.0, 4.5, 5.0, 5.5, 10, 20, 30, 40, 50.0, 60 22.17, inf] # Pcoord 0: distance
- [-inf, 0, 1.0, 3.0, inf] # Pcoord 1: rmsd
mappers:
# Here we define the MAB binning scheme
- type: MABBinMapper
direction: [-1, 0]
skip: [0, 0]
bottleneck: True
nbins: [10, 1]
at: [54.0, 1.0]
mab_log: true
bin_log: true
- type: MABBinMapper
direction: [-1, 0]
skip: [0, 0]
bottleneck: True
nbins: [20, 1]
at: [44.0, 1.0]
mab_log: true
bin_log: true
- type: MABBinMapper
direction: [-1, 0]
skip: [0, 0]
bottleneck: True
nbins: [20, 0]
at: [24.0, 1.0]
mab_log: true
bin_log: true
- type: MABBinMapper
direction: [0, 0]
skip: [0, 0]
bottleneck: True
nbins: [1, 3]
at: [3.0, 1.0]
mab_log: true
bin_log: true
This is my understanding of the binning scheme:
All the best,
Sincerely yours,
Baoyan