according to t Fick`s first law the diffusion flux is directly proportional to the concentration gradient.
diffusion flux (J) is the material pass across the unit area per unit time.
J=-DdC/dx
D is the diffusion coefficient and dC/dx= concentration gradient so the answer is a) is directly proportional to the concentration gradient.
Question 5 According to Fick's First Law, absolute value of diffusion flux is is directly proportional...
Question 6 According to Fick's First Law, the direction of the diffusion flux is in the same direction as the increase in concentration in the opposite direction as the increase in concentration in a direction perpendicular to the increase in concentration perpendicular to the direction of the increase in concentration
Describe a real example of Fick's first law of diffusion.
Gauss's law indicates that the flux through a closed surface O is inversely proportional to the volume of the closed surface. O is proportional to the square of the charge enclosed O is zero. O is proportional to the net charge enclosed. O is inversely proportional to the net charge enclosed.
Gauss's law indicates that the flux through a closed surface O is inversely proportional to the volume of the closed surface. O is proportional to the square of the charge enclosed O is zero. O is proportional to the net charge enclosed. O is inversely proportional to the net charge enclosed.
#) Throughout the term we have used a modified version of Fick's Law of Diffusion to better understand the flux of water, solutes,gases, electrical charge, blood, air, and heat. Please write Fick's Law below. Choose two of the three variables on the right side of the equation and for each, provide a specific biological example in which that variable changes and explain how that change alters the net flux of whatever is fluxing. #) Throughout the term we have used...
We find from Gauss's law that the flux through a closed surface: is proportional to the square of the charge enclosed. is inversely proportional to the volume of the closed surface. is zero. inversely proportional to the net charge enclosed. is proportional to the net charge enclosed.
Fick's Law of diffusion (p. 137 Silverthorm) governs the rate at which oxygen moves from the alveolar space to the blood where: Explain how each condition below affects gas exchange by indicating which factor affecting the rate of diffusion is influenced (surface area, concentration gradient, or membrane permeability.) In each case state whether the factor increases or decreases the rate of gas exchange. In addition to the properties of membranes above, you will also need to consider the factor of...
Questions and Problems 167 Fick's Second Law-Nonsteady-State Diffusion 5.D3 The wear resistance of a steel shaft is to be im proved by hardening its surface by increasing the nitrogen content within an outer surface layer as a result of nitrogen diffusion into the steel; the nitro- gen is to be supplied from an external nitrogen-rich gas at an elevated and constant temperature. The initial nitrogen content of the steel is 0.0025 wt%, whereas the surface concentration is to be main-...
1-7 thanks in advance 1 - Answer the following questions on the attached answer sheet: 1. BCC materials have the following family of slip systems: a. (111)<110> b. (110) <111> C. (211}<110> d. (0001)<1120> 2- Slip is most likely to occur on: a. The most densely packed plane along the least densely packed direction b. The most densely packed plane along the most densely packed direction C. The least densely packed plane along the most densely packed direction d. The...
Diffusion Mechanisms - Nonsteady State Diffusion - Copy Learning Goal: To learn how the diffusion rate changes in dynamic conditions where the diffusion profile changes with time, and how in some cases it can be modeled easily In steady stadision, the concentration Cis a function only of position (not of time). When usion is nonsteady Cis a function of position and time, Oix Nonsteady state diffusion in one direction can be modeled using Fick's Second Law -D where is the...