Concept of Flux
Flux is defined as the movement of a substance per unit time.
Mathematically related to gradient and resistance: flux = gradient / resistance.
Resistance Units
Resistance is expressed as some variation of 1/time; notably can be derived from Ohm's law (V = IR).
Rearranged, the equation relates flux to charge movement and resistance.
Definition
'I' (current) represents movement of charge, 'V' is the voltage difference, and 'R' is resistance.
Chime-in Questions
Topics include math related to flux, inhalation mechanics, and identification of flux gradient resistance.
Encouragement to discuss and share insights openly, valuing incorrect answers for learning opportunities.
Pressure and Flux
Adding pressure increases flux, but resistance remains unchanged under elastic conditions.
Resistance defined as factors that oppose flux: includes the diameter of airways/lungs and viscosity of the medium.
Interpretations of Resistance
Resistance properties affecting biological systems depend on structure and flow conditions.
Flux Examples in Biochemistry
Example 1: Rate of glucose movement across cell membranes as flux measured in mol/s, where gradient would be the concentration difference.
Example 2: Household example like measuring the volume of vomit over time to calculate flux.
Resistance linked to membrane properties and transport proteins that regulate flux.
Algebraic Derivation
Starting from the basic flux equation, rearrange to isolate resistance (R).
Flux (F) = Gradient (D) / Resistance (R) leads to R = D / F.
Review Study Guide Objectives
Emphasizing the importance of reviewing submitted study guides for exam preparation.
Focus on practice problems, linking topics to objectives covered in class.
Types of Metabolic Measurements
Differences between whole animal metabolic rate and mass-specific metabolic rate.
Explanation of terms based on unit measurements (e.g., millimoles of oxygen per kilogram per hour).
Estimating Metabolic Rates
Practice converting between whole animal rates and unit rates through example calculations (e.g., fruit flies).
Characteristics
Described as having a high surface area to volume ratio, leading to a fast metabolism.
Notably consumes twice its body weight in food daily due to high energy expenditure.
Identifying True/False Statements
Review statements regarding circulatory systems, discussing relationships between resistance, pressure, and blood flow rates.
Clarification on how to adjust false statements to identify underlying truths and misconceptions.
Wrapping Up
Review and discussion covered topics of flux, resistance, metabolic rates, and physiological examples.
Emphasis on the importance of understanding the relationships between resistance, flux, and physiological processes.