A Research on roundness of a circle: An investigation of pie π. Since π is a long digits irrational number can π actually be constant? Or is it gotten from iteration of closed figure using numerical method? We will be using a 2d circles from 3 d circular objects, we will check the ratio of it diameter to it perimeter after cut neglecting the reduction in length due to cutting chips.
π is use in the determination of some parameters and quantities in mechanical engineering design and fluid mechanism e.t.c. and most importantly in force distribution of rotation of earth F=2πf Alare's Formula. So exactness is important to know if the forces are evenly distributed or turbulent .
Do you have any reference on π ? Or have you done any research on investigation of π? Help me with solution. We need a team to join I and Kehinde Alare.
Yeah, but how do get the constant is by iterations of ratios of circumference to diameter of circle with different dimensions?
Computational world is based on numerical approximation, not on the exactness. All the mathematical models are approximate or nominal models obtained from the real physical world. The approximate value of pi = 22/7 = ( . ) is approximate numerical model value. It is accustom in all computational sciences. It is a simple modelling example, hence the other modeling concept is deducible/extendable in the similar way.
If buying is an option for you: https://www.springer.com/gp/book/9783642567353
- Badges
- Science topic
- Similar topics
- Force