ITE CA-2 formulas plus (from TL) Flashcards
alveolar gas equation
PAO2 = (Patm - PH2O) FiO2 - PaCO2/RQ Patm is the atmospheric pressure (at sea level 760 mm Hg), PH2O is partial pressure of water (approximately 45 mm Hg). FiO2 is the fraction of inspired oxygen. PaCO2 is partial pressure of carbon dioxide in alveoli (in normal physiological conditions around 40 to 45 mmHg). RQ is the respiratory quotient. The value of the RQ can vary depending upon the type of diet and metabolic state. RQ is different for carbohydrates, fats, and proteins (average value is around 0.82 for the human diet).
formula plasma osmolarity equation
Plasma osmolality (Posm) = 2 x [Na] + [glucose]/18 + blood urea nitrogen/2.8
oxygen content equation
OXYGEN CONTENT: CaO2 = SaO2 x Hgb x 1.34 + (PaO2 x 0.003) CaO2 = arterial oxygen content (mL/dL) SaO2 = arterial oxygen saturation **(should be 0.93-1)** Hgb = hemoglobin concentration (g/dL) PaO2 = arterial partial pressure of oxygen (mm Hg) 1.34 is used because it is the oxygen carrying capacity of hemoglobin and 0.003 is used as it is the solubility coefficient of oxygen in plasma
oxygen delivery equation
OXYGEN DELIVERY: DO2 = CaO2 x CO x 10 CaO2 = arterial oxygen content CO = cardiac output (which is heart rate x stroke volume)
formula for SVR equation
SVR = [80 * (MAP – RAP)] ÷ CO = [80 * (100 – 5)] ÷ 5 = 1520 dynes * sec/cm^5 Where: MAP = mean arterial pressure (mm Hg) RAP = right atrial pressure (mm Hg), central venous pressure is commonly substituted for RAP CO = cardiac output (L/min) 80 = conversion factor which changes mm Hg/L/min (Woods unit) to dynes * sec/cm^5
formula for MAP equation
MAP = [(1/3) * systolic pressure] + [(2/3) * diastolic pressure] = [(1/3) * 120 mm Hg] + [(2/3) * 90 mm Hg] = 100 mm Hg
MPAP formula equation
mean pulmonary arterial pressure (MPAP) must be calculated since it is not given directly: MPAP = [(1/3) * systolic pressure] + [(2/3) * diastolic pressure] = [(1/3) * 24 mm Hg] + [(2/3) * 12 mm Hg] = 16 mm Hg
PVR formula equation
PVR = [80 * (MPAP – PAOP)] ÷ CO = [80 * (16 – 8)] ÷ 5 = 128 dynes * sec/cm^5 Where: MPAP = mean pulmonary arterial pressure (mm Hg) PAOP = pulmonary artery occlusion pressure or pulmonary capillary wedge pressure (mm Hg) CO = cardiac output (L/min) 80 = conversion factor which changes mm Hg/L/min (Woods unit) to dynes * sec/cm^5
SvO2 equation
The Fick equation reveals SvO2 = SaO2 - [VO2 ÷ (CO * Hgb * 1.36)] Where: SvO2 = mixed venous oxygen saturation SaO2 = arterial oxygen saturation VO2 = total body oxygen consumption CO = cardiac output Hgb = hemoglobin concentration
law and formula regarding flow equation
The Poiseuille Law states that: Q = ΔP(π * radius4) / (8 * viscosity * length) Where: Q = flow, Δ = change in, P = pressure, π = 3.14159… (the mathematical constant).
CPP formula equation
CPP = (Aortic DBP – LVEDP)
Respiratory system compliance equation
1/CRS = 1/CL + 1/CCW Where C is compliance, RS is respiratory system, L is lungs, and CW is chest wall.
static compliance formula equation
CS = VT ÷ (PPL – PEEP) Where: CS is static compliance, VT is tidal volume, and PPL is plateau pressure. The static compliance of the respiratory system indicates the “stiffness” of the respiratory system, which includes the lungs and chest wall. It is determined at the end of inspiration when there is no airflow, hence “static.”
dynamic compliance formula equation
CS = VT ÷ (Ppeak – PEEP) Where: CS is static compliance, VT is tidal volume, and Ppeak is peak pressure.
Elastance formula equation
Elastance is the inverse of compliance: E = ΔP/ΔV.