(Bernoulli/continuity) Water flows steadily through the pipeshown in the figure below such that the pressures at sections (1)and (2) are 307 kPa and 81 kPa, respectively.Determine the diameter of the pipe at section(2), D2, if the velocity at section 1is 20 m/s and viscous effects are negligible using codeusing python.
Y Solution: or P2=81 kPa .(2) D₂ 8 P₁ =307 kPa V² P2 12/17 - 12/172 + Z₁ = 28 2g + 2 (20m/s) 2(9.81 m/s²) (1) ↓D₁ = 0.10 m 56 m 307 x 10³ N/m² 9.80 × 10³ N/m³ Thus, V₂ = 44.2m/s so that since V₁A₁ = V₂A₂ or V₁D² = V₂D², t then 81 x 10³ N/m² 9.80 × 10³ N/m³ + 56 m = 1/2 1/2 - [V]" D. = [201m/s ]" (1.10m) = = D₁ 44.2 = 0.0673 m + V₂2 2(9.81 m/s²)
(Bernoulli/continuity) Water flows steadily through the pipe shown in the figure below such that the pressures at sectio
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