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Update app.py
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app.py
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"""
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Pump Power Calculator (Streamlit)
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Suitable for quick hydraulic/shaft/motor power estimates for pumps.
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- Deploy: push these files to a GitHub repo and create a Streamlit app on Hugging Face Spaces / Streamlit Community Cloud.
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- Run locally: `pip install -r requirements.txt` then `streamlit run app.py`
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Author: Generated by ChatGPT
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"""
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import streamlit as st
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st.set_page_config(page_title="Pump Power Calculator", layout="centered")
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st.title("Pump Power Calculator")
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st.
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col1, col2 = st.columns(2)
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with col1:
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density = st.number_input("Fluid density (kg/m³)", min_value=0.0, value=1000.0, step=1.0)
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with col2:
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import streamlit as st
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# Constants
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G = 9.80665 # gravitational acceleration m/s^2
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DEFAULT_DENSITY_WATER = 1000.0 # kg/m^3
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st.set_page_config(page_title="Pump Power Calculator", layout="centered")
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st.title("Pump Power Calculator")
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st.write("Calculate pump shaft/motor power from flow, head, fluid density and efficiency.")
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# Inputs: flow
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st.header("Flow")
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flow_value = st.number_input("Flow value", min_value=0.0, value=10.0, format="%.6f")
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flow_unit = st.selectbox("Flow unit", ["m³/s", "m³/h", "L/s", "L/min", "m³/hr"]) # choices
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# Inputs: head
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st.header("Head")
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head_value = st.number_input("Head value", min_value=0.0, value=15.0, format="%.6f")
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head_unit = st.selectbox("Head unit", ["m", "ft"])
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# Fluid properties & efficiencies
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st.header("Fluid & Efficiency")
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density = st.number_input("Fluid density (kg/m³)", min_value=0.0, value=DEFAULT_DENSITY_WATER, format="%.2f")
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efficiency_percent = st.number_input("Pump efficiency (%)", min_value=0.1, max_value=100.0, value=75.0, format="%.2f")
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motor_efficiency_percent = st.number_input("Motor efficiency (%) (optional)", min_value=0.1, max_value=100.0, value=95.0, format="%.2f")
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# Convert flow to m^3/s
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def flow_to_m3s(value, unit):
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unit = unit.lower()
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if unit in ("m³/s", "m3/s"):
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return value
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if unit in ("m³/h", "m3/h", "m³/hr", "m3/hr", "m³/hour"):
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return value / 3600.0
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if unit in ("l/s", "lps", "l / s"):
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return value / 1000.0
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if unit in ("l/min", "lpm", "l / min"):
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return value / 1000.0 / 60.0
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# fallback
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return value
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# Convert head to meters
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def head_to_meters(value, unit):
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unit = unit.lower()
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if unit == "m":
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return value
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if unit == "ft":
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return value * 0.3048
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return value
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Q_m3s = flow_to_m3s(flow_value, flow_unit)
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H_m = head_to_meters(head_value, head_unit)
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# Calculations
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efficiency = max(min(efficiency_percent / 100.0, 1.0), 1e-6)
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motor_efficiency = max(min(motor_efficiency_percent / 100.0, 1.0), 1e-6)
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# Hydraulic power (W): P_h = rho * g * Q * H
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P_h_W = density * G * Q_m3s * H_m
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# Pump shaft power required (accounting for pump efficiency)
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P_shaft_W = P_h_W / efficiency if efficiency > 0 else float("inf")
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# Motor input power (accounting for motor efficiency)
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P_motor_W = P_shaft_W / motor_efficiency if motor_efficiency > 0 else float("inf")
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# Present results
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st.header("Results")
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col1, col2 = st.columns(2)
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with col1:
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st.metric("Hydraulic power (W)", f"{P_h_W:,.2f} W")
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st.metric("Hydraulic power (kW)", f"{P_h_W/1000.0:,.4f} kW")
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with col2:
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st.metric("Shaft power required (kW)", f"{P_shaft_W/1000.0:,.4f} kW")
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st.metric("Motor input power (kW)", f"{P_motor_W/1000.0:,.4f} kW")
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st.write("---")
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st.subheader("Notes & formulae")
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st.markdown(
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"""
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- Hydraulic power (W) = ρ * g * Q * H
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- ρ = fluid density (kg/m³)
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- g = 9.80665 m/s²
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- Q = flow (m³/s)
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- H = head (m)
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- Shaft power = Hydraulic power / Pump efficiency
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- Motor input power = Shaft power / Motor efficiency
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**Unit conversions are handled automatically** for the common flow and head units in the form controls above.
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"""
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)
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st.subheader("Example quick check")
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st.write(
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f"For Q = {flow_value} {flow_unit}, H = {head_value} {head_unit}, ρ = {density} kg/m³, "
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f"pump eff = {efficiency_percent}%, motor eff = {motor_efficiency_percent}%"
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)
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