If you had paid attention in college during engineering maths you'll know that it's a simple solution.can show us your equations and calculations? Mr. Einstein?
The butterfly area remains unchanged at approximately 40mm. The original TB opening size is 45mm, the ported TB is 50mm.
Butterfly area = 12.56cm^2
Original throttle opening area = 15.9cm^2
Ported throttle opening area = 19.6cm^2
(Increase in opening area = 23.27%.. this will affect the CFM value if we want to use if for calculations).
But let's just look at it in terms of percentage, without considering the measurement units. Let the velocity of the air after the TB = v2, and the velocity of incoming air = v1. The increase or decrease in gas velocity when moving from one cross-sectional area can be simplified as
v2=(A1/A2)*v1
if we don't integrate the airflow over the reducing/increasing radius, and if we consider an ideal airflow model without turbulence.
Original differential in airflow before and after the throttle body
= (15.9/12.56)*100% = 126.6%
That's a 26.6% increase in gas velocity entering the throttle body.
Differential in airflow with ported TB
= (19.6/12.56)*100% = 156.05%
That's a 56% increase in gas velocity from the intake pipe into the intake manifold!
Therefore, a ported throttle body opening (with stock-standard butterfly area) will increase the gas velocity entering the intake manifold at any given vacuum level compared to a stock standard TB opening.
Q.E.D.