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instrument implementation / implementation-contract
Normal Shock Relations Calculator implementation
A source-bound implementation contract for Normal Shock Relations Calculator; deployment and executable qualification remain separate.
Binding contract
This record describes what an executable surface must bind and validate. It does not claim that a public calculator, package, or production route is deployed.
- Record owner
- Guth Instruments
- Lifecycle
- verified-with-binding-errata
- Evidence ID
- t5-086
- Effect
- Computation or source lookup only
Input and validation requirements
The calculator breaks or must reject several edge inputs: the exact M1=1 boundary violates the strict validity condition, gamma=1 and M1=0 causes a zero denominator and undefined results, and a subsonic input produces formal algebraic values despite being outside the normal-shock branch. Signed Mach-number handling is also convention-dependent.
Required corrections
[
{
"vector": 2,
"field": "T2_T1",
"wrong": 1.0641115702,
"correct": 1.0649380165,
"cause": "T2/T1 must equal her own correct P2/P1 ÷ rho2/rho1 (1.245/1.169082)"
}
]Inspectable interface fixture
The sample below is evidence for interface and validation tests, not a production implementation.
{
"inputs": {
"M1": 2,
"gamma": 1.4
},
"expected_outputs": {
"M2": 0.5773502692,
"P2_P1": 4.5,
"T2_T1": 1.6875,
"rho2_rho1": 2.6666666667,
"P02_P01": 0.7208738615
},
"working": "M1²=2²=4. M2²=(1+((1.4-1)/2)×4)/(1.4×4-(1.4-1)/2)=(1+0.2×4)/(5.6-0.2)=1.8/5.4=1/3, so M2=√(1/3)=0.5773502692. P2/P1=1+[2×1.4/(1.4+1)]×(4-1)=1+(2.8/2.4)×3=1+3.5=4.5. rho2/rho1=((1.4+1)×4)/((1.4-1)×4+2)=9.6/3.6=2.6666666667. T2/T1=4.5/2.6666666667=1.6875. P02/P01=(2.6666666667)^3.5×(2.4/10.8)^2.5=0.7208738615."
}Other records
Sources and evidence
These pointers bind the page to evidence. They do not grant authority or collapse verification into deployment.
VERIFIED_LEDGER.jsonevidence-tranche5/tranche5-results.jsontranche errata record