校准第二支路热流体能量与管路摩擦

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huojiarong committed 2026-08-11 12:13:09 +00:00
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@@ -47,7 +47,7 @@ class AmesimPnl00r(AlgebraicComponent):
"""
MODEL_TYPE = "amesim_pnl00r"
MODEL_VERSION = "0.1.0"
MODEL_VERSION = "0.2.0"
PORTS = (
PortDefinition.pneumatic("port_1", nominal_role="bidirectional"),
PortDefinition.pneumatic("port_2", nominal_role="bidirectional"),
@@ -203,13 +203,34 @@ class AmesimPnl00r(AlgebraicComponent):
laminar = 64.0 / reynolds_number
if reynolds_number <= 2300.0:
return laminar
turbulent = 1.0 / (
-1.8 * log10((self.rr / 3.7) ** 1.11 + 6.9 / reynolds_number)
# pn2pipefr does not apply the fully rough correction at every
# turbulent Reynolds number. Its saved ff curves first follow the
# hydraulically smooth law and approach the rough asymptote as Re*rr
# grows. Keeping those two limits separate reproduces the AMESim
# curves for both 14 mm and 20 mm test_mql pipes; putting both terms
# directly inside one Haaland logarithm over-predicts PNL0002 friction
# by about 23 percent near Re=57,000.
smooth_turbulent = 1.0 / (
-1.8 * log10(6.9 / reynolds_number)
) ** 2
if self.rr <= 0.0:
turbulent = smooth_turbulent
else:
fully_rough = 1.0 / (
-1.8 * log10((self.rr / 3.7) ** 1.11)
) ** 2
roughness_reynolds = reynolds_number * self.rr
roughness_weight = roughness_reynolds * roughness_reynolds / (
roughness_reynolds * roughness_reynolds + 180.0 * 180.0
)
turbulent = smooth_turbulent + roughness_weight * (
fully_rough - smooth_turbulent
)
if reynolds_number >= 4000.0:
return turbulent
fraction = (reynolds_number - 2300.0) / 1700.0
return laminar + fraction * (turbulent - laminar)
return laminar + fraction**0.58 * (turbulent - laminar)
def darcy_pressure_drop(
self,
@@ -279,7 +300,11 @@ class AmesimPnl00r(AlgebraicComponent):
density = max(self.medium.density(upstream_pressure, upstream_temperature), 1.0e-12)
reynolds = self.reynolds_number(m_flow, upstream_temperature)
velocity = m_flow / (density * self.area)
cm = abs(m_flow) / max(self.area * upstream_pressure, 1.0e-18)
cm = (
abs(m_flow)
* sqrt(upstream_temperature)
/ max(self.area * upstream_pressure, 1.0e-18)
)
return {
"re": reynolds,
"cm": cm,
@@ -326,7 +351,7 @@ class AmesimPnl0001(ThermodynamicVolumeComponent):
"""AMESim PNL0001 C-R pneumatic pipe with compressibility and friction."""
MODEL_TYPE = "amesim_pnl0001"
MODEL_VERSION = "0.2.0"
MODEL_VERSION = "0.3.0"
PORTS = (
PortDefinition.pneumatic("port_1", nominal_role="bidirectional"),
PortDefinition.pneumatic("port_2", nominal_role="bidirectional"),
@@ -798,7 +823,11 @@ class AmesimPnl0001(ThermodynamicVolumeComponent):
"u": props.u,
"h": props.h,
"re": reynolds,
"cm": abs(flow) / max(self.area * upstream_pressure, 1.0e-18),
"cm": (
abs(flow)
* sqrt(props.T)
/ max(self.area * upstream_pressure, 1.0e-18)
),
"v": flow / (density * self.area),
"ff": self.friction_factor(reynolds),
}
@@ -861,7 +890,7 @@ class AmesimPnl0002(AmesimPnl0001):
"""AMESim PNL0002 R-C-R pneumatic pipe with one center compliance."""
MODEL_TYPE = "amesim_pnl0002"
MODEL_VERSION = "0.3.0"
MODEL_VERSION = "0.5.0"
PORTS = (
PortDefinition.pneumatic("port_1", nominal_role="bidirectional"),
PortDefinition.pneumatic("port_2", nominal_role="bidirectional"),
@@ -964,6 +993,20 @@ class AmesimPnl0002(AmesimPnl0001):
def update_stream_outflows(self, connected_h: Mapping[str, float]) -> None:
self._connected_h = dict(connected_h)
def update_flow_temperature_references(
self,
connected_h: Mapping[str, float],
) -> None:
self._connected_h = dict(connected_h)
def state_derivative_from_ports(
self,
connected_h: Mapping[str, float],
) -> list[float]:
# Junctions allocate their energy-balanced outlet enthalpy per port.
# The separate cache is only the temperature input to pn2pipefr.
return super().state_derivative_from_ports(connected_h)
def component_result_values(self) -> Mapping[str, float]:
props = self.properties()
flow_1 = self.port_mass_flow(
@@ -978,10 +1021,45 @@ class AmesimPnl0002(AmesimPnl0001):
props.T,
port_name="port_2",
)
diagnostic_flow = flow_1 if abs(flow_1) >= abs(flow_2) else flow_2
upstream_pressure = max(self.port_1.p, self.port_2.p, props.p, 1.0)
density = max(self.medium.density(upstream_pressure, props.T), 1.0e-12)
reynolds = self.reynolds_number(diagnostic_flow, props.T)
resistance_diagnostics: list[tuple[float, float, float, float]] = []
for port_name, port, flow in (
("port_1", self.port_1, flow_1),
("port_2", self.port_2, flow_2),
):
if flow >= 0.0:
upstream_pressure = max(port.p, 1.0)
upstream_h = self._connected_h.get(port_name, props.h)
upstream_temperature = max(
self.medium.temperature_from_pressure_enthalpy(
upstream_pressure,
upstream_h,
),
1.0,
)
else:
upstream_pressure = max(props.p, 1.0)
upstream_temperature = props.T
density = max(
self.medium.density(upstream_pressure, upstream_temperature),
1.0e-12,
)
reynolds = self.reynolds_number(flow, upstream_temperature)
resistance_diagnostics.append(
(
reynolds,
(
abs(flow)
* sqrt(upstream_temperature)
/ max(self.area * upstream_pressure, 1.0e-18)
),
abs(flow) / (density * self.area),
self.friction_factor(reynolds),
)
)
reynolds, cm, velocity, friction = (
sum(values) / len(resistance_diagnostics)
for values in zip(*resistance_diagnostics)
)
return {
"m": self.state.m,
"U": self.state.U,
@@ -991,9 +1069,9 @@ class AmesimPnl0002(AmesimPnl0001):
"u": props.u,
"h": props.h,
"re": reynolds,
"cm": abs(diagnostic_flow) / max(self.area * upstream_pressure, 1.0e-18),
"v": diagnostic_flow / (density * self.area),
"ff": self.friction_factor(reynolds),
"cm": cm,
"v": velocity,
"ff": friction,
}
def pressure_flow_equation_residuals(self) -> tuple[EquationResidual, ...]:
@@ -1045,7 +1123,7 @@ class AmesimPnl0003(DynamicComponent):
state_size = 4
MODEL_TYPE = "amesim_pnl0003"
MODEL_VERSION = "0.2.0"
MODEL_VERSION = "0.3.0"
PORTS = (
PortDefinition.pneumatic("port_1", nominal_role="bidirectional"),
PortDefinition.pneumatic("port_2", nominal_role="bidirectional"),
@@ -1318,7 +1396,11 @@ class AmesimPnl0003(DynamicComponent):
"h2": port_2.h,
"dmctr": center_flow,
"re": reynolds,
"cm": abs(center_flow) / max(self.area * max(port_1.p, port_2.p, 1.0), 1.0e-18),
"cm": (
abs(center_flow)
* sqrt(upstream.T)
/ max(self.area * max(port_1.p, port_2.p, 1.0), 1.0e-18)
),
"v": center_flow / (max(upstream.rho, 1.0e-12) * self.area),
"ff": self.friction_factor(reynolds),
}