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Mean Arterial Pressure Solution

STEP 0: Pre-Calculation Summary
Formula Used
mean_arterial_pressure = Diastolic Blood Pressure+((1/3)*(Systolic Blood Pressure-Diastolic Blood Pressure))
MAP = DP+((1/3)*(SP-DP))
This formula uses 2 Variables
Variables Used
Diastolic Blood Pressure - The diastolic blood pressure measures the pressure in your arteries when your heart rests between beats. (Measured in Millimeter Mercury (0°C))
Systolic Blood Pressure - The Systolic Blood Pressure measures the pressure in your arteries when your heart beats. (Measured in Millimeter Mercury (0°C))
STEP 1: Convert Input(s) to Base Unit
Diastolic Blood Pressure: 100 Millimeter Mercury (0°C) --> 13332.2 Pascal (Check conversion here)
Systolic Blood Pressure: 200 Millimeter Mercury (0°C) --> 26664.4 Pascal (Check conversion here)
STEP 2: Evaluate Formula
Substituting Input Values in Formula
MAP = DP+((1/3)*(SP-DP)) --> 13332.2+((1/3)*(26664.4-13332.2))
Evaluating ... ...
MAP = 17776.2666666667
STEP 3: Convert Result to Output's Unit
17776.2666666667 Pascal -->133.333333333333 Millimeter Mercury (0°C) (Check conversion here)
FINAL ANSWER
133.333333333333 Millimeter Mercury (0°C) <-- Mean Arterial Pressure
(Calculation completed in 00.000 seconds)

10+ Hemodynamics Calculators

Poiseuille's Equation for Blood Flow
blood_flow = ((Final Pressure of System-Initial Pressure of System)*pi*(Radius^4)/(8*Length of the Capillary Tube*Density)) Go
Pulse wave velocity using Moens-Korteweg equation
pulse_wave_velocity = sqrt((The elastic (tangent) modulus at blood pressure P*Thickness of the artery)/(2*Blood Density*Radius of the artery)) Go
Elastic (Tangent) Modulus using Hughes equation
the_elastic_tangent_modulus_at_blood_pressure_P = Elastic Modulus at Zero Blood Pressure*exp(Material Coefficient of the Artery*Blood Pressure) Go
Pressure Drop using Hagen-Poiseuille equation
difference_in_pressure = (8*Viscosity of Blood*Length of the Capillary Tube*Blood Flow)/(pi*(Radius^4)) Go
Frank Bramwell-Hill equation for Pulse Wave Velocity
pulse_wave_velocity = sqrt((Volume*Change in pressure)/(Density of Blood*Change in Volume)) Go
Reynolds Number of Blood in the Vessel
reynolds_number = (Density of Blood*Mean Velocity of Blood*Diameter)/Viscosity of Blood Go
Mean Arterial Pressure
mean_arterial_pressure = Diastolic Blood Pressure+((1/3)*(Systolic Blood Pressure-Diastolic Blood Pressure)) Go
Pulsatility Index
pulsatility_index = (Peak Systolic Velocity-Minimum Diastolic Velocity)/Average Velocity Go
Pulse Pressure
pulse_pressure = 3*(Mean Arterial Pressure-Diastolic Blood Pressure) Go
Rate of Mean Blood Flow
blood_flow = (Blood Velocity*Cross sectional area) Go

Mean Arterial Pressure Formula

mean_arterial_pressure = Diastolic Blood Pressure+((1/3)*(Systolic Blood Pressure-Diastolic Blood Pressure))
MAP = DP+((1/3)*(SP-DP))

What is mean arterial pressure?

The definition of mean arterial pressure (MAP) is the average arterial pressure throughout one cardiac cycle, systole, and diastole. MAP is influenced by cardiac output and systemic vascular resistance, each of which is influenced by several variables.

How to Calculate Mean Arterial Pressure?

Mean Arterial Pressure calculator uses mean_arterial_pressure = Diastolic Blood Pressure+((1/3)*(Systolic Blood Pressure-Diastolic Blood Pressure)) to calculate the Mean Arterial Pressure, The Mean Arterial Pressure formula is defined as is the average arterial pressure throughout one cardiac cycle, systole, and diastole. Mean Arterial Pressure is denoted by MAP symbol.

How to calculate Mean Arterial Pressure using this online calculator? To use this online calculator for Mean Arterial Pressure, enter Diastolic Blood Pressure (DP) & Systolic Blood Pressure (SP) and hit the calculate button. Here is how the Mean Arterial Pressure calculation can be explained with given input values -> 133.3333 = 13332.2+((1/3)*(26664.4-13332.2)).

FAQ

What is Mean Arterial Pressure?
The Mean Arterial Pressure formula is defined as is the average arterial pressure throughout one cardiac cycle, systole, and diastole and is represented as MAP = DP+((1/3)*(SP-DP)) or mean_arterial_pressure = Diastolic Blood Pressure+((1/3)*(Systolic Blood Pressure-Diastolic Blood Pressure)). The diastolic blood pressure measures the pressure in your arteries when your heart rests between beats & The Systolic Blood Pressure measures the pressure in your arteries when your heart beats.
How to calculate Mean Arterial Pressure?
The Mean Arterial Pressure formula is defined as is the average arterial pressure throughout one cardiac cycle, systole, and diastole is calculated using mean_arterial_pressure = Diastolic Blood Pressure+((1/3)*(Systolic Blood Pressure-Diastolic Blood Pressure)). To calculate Mean Arterial Pressure, you need Diastolic Blood Pressure (DP) & Systolic Blood Pressure (SP). With our tool, you need to enter the respective value for Diastolic Blood Pressure & Systolic Blood Pressure and hit the calculate button. You can also select the units (if any) for Input(s) and the Output as well.
How many ways are there to calculate Mean Arterial Pressure?
In this formula, Mean Arterial Pressure uses Diastolic Blood Pressure & Systolic Blood Pressure. We can use 10 other way(s) to calculate the same, which is/are as follows -
  • mean_arterial_pressure = Diastolic Blood Pressure+((1/3)*(Systolic Blood Pressure-Diastolic Blood Pressure))
  • pulse_pressure = 3*(Mean Arterial Pressure-Diastolic Blood Pressure)
  • pulse_wave_velocity = sqrt((The elastic (tangent) modulus at blood pressure P*Thickness of the artery)/(2*Blood Density*Radius of the artery))
  • the_elastic_tangent_modulus_at_blood_pressure_P = Elastic Modulus at Zero Blood Pressure*exp(Material Coefficient of the Artery*Blood Pressure)
  • blood_flow = (Blood Velocity*Cross sectional area)
  • pulse_wave_velocity = sqrt((Volume*Change in pressure)/(Density of Blood*Change in Volume))
  • pulsatility_index = (Peak Systolic Velocity-Minimum Diastolic Velocity)/Average Velocity
  • blood_flow = ((Final Pressure of System-Initial Pressure of System)*pi*(Radius^4)/(8*Length of the Capillary Tube*Density))
  • difference_in_pressure = (8*Viscosity of Blood*Length of the Capillary Tube*Blood Flow)/(pi*(Radius^4))
  • reynolds_number = (Density of Blood*Mean Velocity of Blood*Diameter)/Viscosity of Blood
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