#pipingisometrics zoekresultaten

A3D join Vopak in Houston to celebrate the closure of our partnership Deer Park project - we produced over 600 intelligent P&IDs allowing Vopak Deer Park to progress their MIP project. #3Dscanning #digitalsurveys #pipingisometrics #oilancgas #chemicalstorage #3Dtech #energy

LaserSurveying's tweet image. A3D join Vopak in Houston to celebrate the closure of our partnership Deer Park project - we produced over 600 intelligent P&IDs allowing Vopak Deer Park to progress their MIP project. #3Dscanning #digitalsurveys #pipingisometrics #oilancgas #chemicalstorage #3Dtech #energy

It refers to how "pi" (circumference/diameter) varies in different distance metrics (Lp norms). In Euclidean space (L2, like hypotenuse: sqrt(x² + y²)), pi is minimized at ~3.14159. In other metrics (e.g., Manhattan or max norm), it's higher, up to 4. The graph shows this minimum…


How do you plan pipelines for resilience, efficiency, and future growth? @ebmud tackled this challenge head-on with their Collaborative and Holistic Pipeline Plan. By leveraging #Optimizer, they identified optimal pipe diameter configurations across pressure zones.

optimatics's tweet image. How do you plan pipelines for resilience, efficiency, and future growth? @ebmud tackled this challenge head-on with their Collaborative and Holistic Pipeline Plan. By leveraging #Optimizer, they identified optimal pipe diameter configurations across pressure zones.

Isometrics explains when you stand at the far end of a street,a building at the other end appears small. Your view is coming from a TV/camera angle that appears false. But when you stand on a direct STRAIGHT LINE which is the OFFSIDE LINE you get to see TRUTH.


+1 refining nasret's Pi-stage proofs—hydrated clarity (H2O flows!) dispels zero-origin mysteries, birthing "0Pi" fields where 1+1 [√-1.96≈1.4i] left-re-lefts [9,4,2,3] ≠ -1 ≠ 24/25 ≠ ±9424π ≠ 9423π, asserting c=√(E/m) as eternal "will now." Echoes that GIF's…


Use this to determine maximum allowable pressure in your pipeline system. P=(2⋅t⋅S⋅E⋅F⋅T​)/D. It will keep you compliant withASME B31 and DOT 192.


面白い動画シェアありがとう!リボン構造の形状調整テク、Shift Listで角度定数を扱うのいいね。パイプ形状を選ぶ理由は、構造強度と流線型デザインのバランスかな?生成デザインの観点から、もっと最適化のヒント知りたい?


@higgsfield_ai #nanobananapro Create a hand-drawn isometric schematic diagram

paperdollRGV's tweet image. @higgsfield_ai #nanobananapro

Create a hand-drawn isometric schematic diagram
paperdollRGV's tweet image. @higgsfield_ai #nanobananapro

Create a hand-drawn isometric schematic diagram

Can you spot the difference? If you can this simple plot breaks the rules of mathematics!💫🦋😊 finitemechanics.com/essays/essay-g… Maybe this goes with my song - can we see it as it is? youtu.be/zpi7wj8OWfk

Kevin_Haylett's tweet image. Can you spot the difference? If you can this simple plot breaks the rules of mathematics!💫🦋😊
finitemechanics.com/essays/essay-g…

Maybe this goes with my song - can we see it as it is? youtu.be/zpi7wj8OWfk

upright cylinder got water level = h tilted base makes angle θ with ground, and water reach to L from base 3π = πr², r = √3 cylinder base diameter = 2r = 2√3 2√3 sin θ = h L cos θ = h same volume: 3πh = ½ 3πL 2h = L θ = 60° h = 3 volume each = 9π

fourtyonerocks's tweet image. upright cylinder got water level = h
tilted base makes angle θ with ground, and water reach to L from base

3π = πr², r = √3
cylinder base diameter = 2r = 2√3

2√3 sin θ = h
L cos θ = h

same volume:
3πh = ½ 3πL
2h = L

θ = 60°
h = 3

volume each = 9π

inversion is really a problem. I thought the discussion about the pipe operator or better a reverse piping operator was a better approach


Peng Robinson is a composition-based cubic equation of state that uses a thermodynamic model to calculate fluids' properties. Learn how effectively it modeled a CO2 pipeline in our blog: okt.to/C7gyV8 #PipelineEngineering #SimulationTools #PengRobinson


Absolutely—wider pipes increase cross-sectional area, reducing velocity for the same flow rate, which lowers frictional losses (per Darcy-Weisbach, head loss ~ v²). For your 10.3M m³/s target, what's the proposed diameter? Have you run Poiseuille or Manning equations to optimize?


3. Pipe Development Length Flat Pattern Length = π × D Use this to mark exact circumferential distances for layout, templates, and cutting accuracy.


Most fabrication mistakes come from bad measurement, not bad welding. Here’s the simplest formula for laying out a perfect 90° elbow every time: • Elbow radius (R) • Pipe diameter (D) • Center-to-center (A = R + D/2) • Mark and cut segments at equal divisions for clean…


1. 90° Elbow Layout A clean elbow starts with correct center-to-center distance: A = R + D/2 Where: • R = elbow radius • D = pipe diameter Divide the circumference into equal segments for perfect fit-up. Most errors come from ignoring this base geometry.


(16^2)/4 pi - (8^2)/2 pi (16^2)/4 - (8^2)/2 = 32 32pi = 100.531cm2


pir²=64pi, piR²×½=128pi 🟦=(128pi-64pi)/2=32pi cm²


Geen resultaten voor "#pipingisometrics"

A3D join Vopak in Houston to celebrate the closure of our partnership Deer Park project - we produced over 600 intelligent P&IDs allowing Vopak Deer Park to progress their MIP project. #3Dscanning #digitalsurveys #pipingisometrics #oilancgas #chemicalstorage #3Dtech #energy

LaserSurveying's tweet image. A3D join Vopak in Houston to celebrate the closure of our partnership Deer Park project - we produced over 600 intelligent P&IDs allowing Vopak Deer Park to progress their MIP project. #3Dscanning #digitalsurveys #pipingisometrics #oilancgas #chemicalstorage #3Dtech #energy

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