{"inputSchema":{"type":"object","additionalProperties":false,"required":["artifact"],"properties":{"artifact":{"type":"object","additionalProperties":false,"required":["pipe"],"properties":{"pipe":{"type":"object","additionalProperties":false,"required":["data","claim"],"properties":{"data":{"type":"object","additionalProperties":false,"required":["length","diameter","roughness","density","dynamic_viscosity","volume_flow","minor_loss_coefficient"],"properties":{"length":{"type":"number","minimum":0,"maximum":100000},"diameter":{"type":"number","minimum":0.001,"maximum":10},"roughness":{"type":"number","minimum":0,"maximum":1},"density":{"type":"number","minimum":0.01,"maximum":20000},"dynamic_viscosity":{"type":"number","minimum":1e-7,"maximum":10},"volume_flow":{"type":"number","minimum":-100,"maximum":100},"minor_loss_coefficient":{"type":"number","minimum":0,"maximum":1000}}},"claim":{}}}},"description":"UTF8 JSON artifact at most16000 bytes, computed result20000 bytes; unknown for derived out-of-domain, singular or ill-conditioned systems. Numeric result rounded six decimals. Signed full-pipe incompressible pressure drop from Darcy Weisbach plus specified minor losses. Laminar 64/Re below2300, explicit transitional2300..4000 unknown, turbulent Colebrook White implicit inverse sqrt friction solved by bisection. Zero flow stationary branch; no network inference."}}},"method":"POST","url":"https://detect.halowerk.com/v1/F-TD2000-ENGINEERING-B002/signed-darcy-weisbach-laminar-colebrook-pipe-pressure-drop"}