Module 3.1 - Biomass Transport I (Fundamentals) Flashcards

1
Q

Androgenesis

A

Growth of blood vessels off other blood vessels

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2
Q

What happens when cells have low O2?

A

cells starving of O2 and other nutrients secrete signal molecules, which activate vessel movement/growth towards the area to feed low O2-tissue

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3
Q

Why does our skin lose more moisture in the winter?

A

Amount of water in air is lower, so driving force is low. Barrier properties of skin change with moisture

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4
Q

Mass transfer

A

Movement of one or more molecular species relative to others in a mixture (moving randomly)

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5
Q

T/F: Diff speeds of molecules depend on their size and internal energy

A

T

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6
Q

Flux of species A is given by…

A

mass: j_A = rho_A(v_A - v) = n_A - rho_A*v

mole: J_A = c_A(v_A - v) = N_A - c_A*v

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7
Q

T/F: Diffusion always occurs in steady state conditions

A

F: occurs in non-ss conditions

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8
Q

Diffusivity constant

A

Representation of resistance to diffusion/movement (the amount of a particular substance that diffuses across a unit area in 1 s under the influence of a gradient of one unit)

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9
Q

Estimate radius of solute by assuming ________

A

Perfect sphere

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10
Q

Stokes-Einstein equation assumes…

A

Solute molecules are much bigger than solvent

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11
Q

Equilibrium

A

System is in equilibrium with surroundings if there is equal transfer across the boundaries (no net exchange)

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12
Q

Partition coefficient

A

Describes how a solute is distributed between two immiscible solvents. Shows solubility preference/which phase is more favourable

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13
Q

T/F: In liquid-gas equilibrium, air and water is extremely ideal

A

F: not ideal. Cannot use Raoult’s Law, but can use Henry’s

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14
Q

Function of heart-lung machines

A

Blood is oxygenated via a polycarbonate membrane that separates blood from supply of sterile air. Used when heart stops beating and surgery must be done

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15
Q

Flux across membrane driving force

A

Conc gradient

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16
Q

T/F: There may be partitioning of drug into membrane, THEN movement through membrane

A

T

17
Q

Cause of stagnant boundary layers on each side of the membrane

A

Force of heat pushing molecules on either side of membrane (now technically 3 memb for solute to move through)

18
Q

T/F: If we assume infinite vol for concentration to dissolve, we’re adjusting C_A,1 and C_A,2 outside BL

A

F: If we have infinite volume for concentration to dissolve, we have constant concentrations of C_A,1 and C_A,2 outside BL

19
Q

Once inside the system, we assume everything is ______

A

Well-mixed

20
Q

Why do we assume infinite time frame of A diffusing through a membrane wall?

A

Steady state

21
Q

Microscopic species balance

A

Assumes the concentration of the species is the same everywhere in the control volume (can’t make this assumption for many physiological transport problems)

22
Q

How many boundary conditions do we need to solve Fick’s 2nd Law?

A

3: 1 IC for initial time frame or infinite cond’t, and 2 ICs for boundaries (due to double differential)

23
Q

T/F: We’re more interested in concentration profile rather than flux

A

F: opposite, flux > profile