Dear developers and dear fellow pyFR users,
I have a few questions concerning the data location in high order cells as 
present in pyFR and the calculation of the dimensionless wall normal 
distance (Let's call it y+ from this point on) accordingly.

1) Calculation of y+ 
To calculate the y+ value for the first cell, I need it's dimensioned 
length normal to the wall.  
Am I correct, that since pyFR subdivides every cell further into solution 
points according to the order of the polynomial solution basis, the real y+ 
value would depend on the location of the closest solution point next to 
the wall and thus decrease with increasing polynomial order. Or does the 
distance from the wall to the first solution point only change marginally 
and an increase of the polynomial order only boosts the resolution in the 
center of the cell?
In consequence do I need to respect wall normal resolution guidelines 
imposed by the stream's velocity already by the raw mesh or is it 
sufficient if the desired resolution is only achieved for a certain 
polynomial order?

2) Subdivision option of the pyfr export funcionality
Another issue I'd like some clarification on is the subdivision option of 
the vtu export functionality in pyFR. From the user guide I read that the 
raw mesh gets divided equally spaced depending on the integer provided to 
the option. It was not clear for me in the first place, whether the option *-d 
1 *corresponds to the one-time division of a raw cell in 2 parts in every 
spatial direction or if it corresponds to the number of subdomains (The 
latter seems to be the case).
I would also like to know how the interpolation of the data at these 
subdivision points works: Is it linear interpolation between solution 
points or evaluation of the solution polynomial?
At last, do you have a recommendation what level of subdivison is 
reasonable for a certain order?

Best regards,
Hendrik

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