test 8 Flashcards
Crystalloid solutions helped with
- serum electrolyte stable
- minimal metabolic acidosis
- decreased red blood cell damage
- minimal post operative pulmonary problems
- no renal problems
- fluid retention
relationship between shear stress, shear rate, and viscosity
Shear Stress/Shear Rate = Viscosity
vascular resistance
(8L/(Pi)r^4)
What happens when you go on bypass and run lower than normal blood flow?
Decreased flow Decreased shear rate Increased viscosity Increased vascular resistance Further decrease in flow through tissue
What happens when you are on bypass and start to cool the patient?
Increased viscosity
Increased vascular resistance
Further decrease in flow through tissue
Decrease in perfusion pressure does what
decreased viscosity
change in baroreceptor perception of pressure
dilution of circulating catecholamines (diluting out epi and norepi)
Decrease in sludging – counteract affect of hypothermia
increase in venous return
increase in flow through various organs
Decrease in post-pump / post-op complications in
cerebral
pulmonary
renal
Affects of hemodilution
Decrease in perfusion pressure
Decrease in sludging – counteract affect of hypothermia
Decrease in post-pump / post-op complications
Decrease in oxygen carrying capacity
Decrease in colloid oncotic pressure
Change drug pharmacokinetics & pharmacodynamics
Benefits of hemodilution
Decreased exposure to homologous blood products Decreased blood viscosity Improved regional blood flow Improved oxygen delivery to tissue Improved blood flow at lower perfusion pressures
HCT
<15% - maldistribution of coronary blood flow
>34% - increased risk of MI
Acceptable range – 16 to 33%
Optimal range – 23 to 27%
factors affecting fluid shift
Temperature Pump flow rate Urine output Adequacy of venous drainage Plasma colloid oncotic pressure Interstitial fluid pressure Hemodilution*** Duration of bypass Type of cardiac disease
hemodilution reversal
Diuresis
Ultrafiltration
Hemodialysis
how temperature affects solubility
solubility inversely proportional to temperature
acceptable gradient between water and blood
6-10 degrees
heat capacity
AMOUNT OF HEAT REQUIRED TO RAISE IT’S
TEMPERATURE BY 1°C
specific heat
HEAT CAPACITY OF 1GRAM OF A SUBSTANCE
how much heat is lost or gained
dQ = c m dT
How much heat is lost/gained per minute
Heat Flow = Q/t = c BF p dT
Factors Influencing Efficiency and Rate of Heat Transfer
H-E material Thickness of heat conductor Thermal conductance in cal/sec/cm/°C Heat loss Priming volume Blood path thickness Blood and water path resistance Water flow variation H-E efficiency-design
Fourier’s Law of Heat Flow
Rate of heat transfer between water and blood is proportional to:
the temperature gradient
the amount of surface area available for transfer
the ability of the material to transfer heat
Coefficient of Heat Exchange
Tbo – Tbi
CHE = —————–
Twi – Tbi
Increase heat flow via
Counter current flow
Creating chevrons to promote mixing and larger surface area
Minimizing thickness without sacrificing integrity
Increase time in pathway