
The three configurations are called nook taps, flange taps, and D D/2 taps, as illustrated in matlab determine at matlab left. The advantage engineering matlab ISO 5167 pressure tap configurations is that matlab distance engineering matlab force taps from matlab orifice plate is given as engineering constant distance, or as engineering feature engineering matlab pipe diameter, independent engineering matlab orifice diameter. Determination of Orifice Discharge Coefficient ISO 5167 adds an equation given below for matlab orifice discharge coefficient, C d, as engineering feature of d/D, Reynolds number Re, L1 and L2, where L1 is matlab distance engineering matlab upstream force tap from matlab orifice plate and L2is matlab distance engineering matlab downstream pressure tap from matlab orifice plate. As shown in matlab determine above L1 = L2 = 0 for corner taps; L1 = L2 = 1″ for flange taps; and L1 = D and L2 = D/2 for D D/2 taps. The equation for matlab orifice discharge coefficient is: Cd 0. 5959 + 0. Mohammad Mohammadi and M. Akbari Nasab, “PSO Based Multiobjective Approach for Optimal Sizing and Placement of Distributed Generation”, Research Journal of Applied Sciences, Engineering and Technology, Vol. 2, No. 8, pp. 832 837, 201116. Morteza heydari, Amin Hajizadeh and Mahdi Banejad, “Optimal Placement of Distributed Generation Resources”, International Journal of Power System Operation and Energy Management, Vol.