Final Flashcards
Topic 1
- The reasult of measurment
- Errors
- Mean
- Accuracy
- Precision
- Standard deviation
- SI system
1.Can be expressed in 3 essential elements:
- number: of giving the magnitude
- unit: in terms of which the quantity is measured
- the estimated error in the measured value
2.Systematic errors: Inaccuracy because of faulty equipment, calibration or technique. Random/statistical erros: indefinitness in result due low precision. Fluctuation in repeated experiments.
3.Expected value
4.How close the measurements comes to the real value. Low systematic error.
5.How reproducible a measurement is. Low statistical error.
6.Mean and it´s fluctations
7.International system for measures of physical units.
Length: Meter, Time: Seconds, Mass: Kilograms, Electric current: Ampere, Temperature: Kelvin, Luminous intensity: Candela, Amount of substance: Mole. All others are “derived quantities”
Topic 2
- Macrotransport
- Ideal fluids
- Archimedes principle
- Continiuty
- Transport of fliud´s/material over large distances, in tubes and vessels. E.g.respiration and circulation
- Are incompressible and has no frictation
- A body immersed in a fluid is acted upon by an upward force (B) (bouyant force) equal in magnitude to the weight of displaced fluid.
- If more fliuds enter in one end of a fliud filled tube, an equal amount of fliud must enter the other end
Topic 3
- Bernoullis equation
- Manometer
- Cannulation
- The role of gravity in the circulation
- The effect on upward acceleration on the BP.
- Dynamic consequences of Bernoullis equation
- Pressure changing in narrowing artery
- States that, where:
- points 1 and 2 lie on a streamline
- the fluid has constant density
- the flow is steady
- there is no friction - Measure pressure with the help of a fluid in a U-shaped tube where one is connected to a sealed container.
- Like a manometer where the artery works as a sealed container.
- When standing, the pressure is very diff. at diff. heights in the body. E.g. feets, heart and brain. Important for the brain that the flow rate are constant.
- Could cause loss of consciousness because of collapse of vessels in the brain.
- Giving that where the velocity of the fluid is higher the pressure is smaller. And where the area is smaller and velocity constant, the pressure is higher which gives a dangerous situation (in e.g. blood vessels).
- The artery closes, flow stops, KE disappears and pressure builds, etc.
Topic 4
- Flow of viscous fliuds
- Laminar flow
- Parabolic velocity profile
- Poiseuille´s law
- Power of maintaining the laminar flow
- Viscous fluid: fluid with internal friction. Higher viscosity; higher force required to maintain the flow. Viscosity depends on fluid and temp. Higher temp->less viscosity->gaseous viscosity up
- The fluid in a tube consist of several layers, and the closer it is to the centre-the higher velocity. A flow is often laminar when the velocity is low.
- Shows that velocity is highest in the middle, and gradually decreasing to the wall.
- Indicating:
- high viscosity->low flow rate
- the flow rate is proportional to the press.
- the flow rate is proportional to the R4 - It is equal to the power taken by the friction between the tube and the fluid.
Topic 5
- Turbulent flow
- Reynolds number
- Measurement of blood pressure by Sphygmomanometer
- Above a critical pressure, the laminar flow becomes complicated flow that is swirling
- Determines whether a flow is laminar or not
- Turbulent flow gives a noice in the arteries. Inflate the air stack until the artery is fully closed and then slowly let out the air again while you are listening to the arteries with a stethoscope.
Topic 6
- Viscous drag force
- Stokes law
- Measurement of the viscosity
- Forces that try to retard an object in a flow.
- Gives a nr. of the force of viscosity on a small sphere moving through a viscous fluid.
- Fill 2 identical capillaries with 2 diff. fluids (e.g. water and blood). Then you can do a ratio between the fluids. Höppler´s viscometer and Hessler´s viscometer.
Topic 7
- Flow in the circulatory system
- Transmural pressure
- Law of Laplace
- Work of the heart
- Flow in elastic tubes
- Non-Newtonian fliuds
1.The blood is considered as a uniform fluid. The cardiovascular system goes from heart to big arteries and branching on to smaller and smaller arteries and then capillaries and then gets bigger again in the venes.
The total cross-section of the capillaries are several 100 times larger than the great arteries but the flow resistance is much higher.
2.The pressure across the blood vessels wall
3.Tension is related to the pressure and the radius of the tube.
4.Work done by the left and right side of the heart. Proportional to the pressure and the volume.
5.Elastic walls absorb some Kinetic energy, transform it into elastic energy, causing more fliud to flow through an elastic tube over time.
6.Pseudoplastic fliuds. Will change viscosity when accelerating. Only air and water are Newtonian within the body.
Topic 8
- Diffusion
- Diffusion constant
- Fick´s 1.law
- Fick´s 2.law
- Medicine injected in the vein
- Gas exchange through the alveoli-capillary membrane
- A spontaneous proc. where molec. goes from high conc. to low conc. => equalizing the conc. E.g. in body, oxygen in the lungs. Are caused by that the random, thermal motion.
- Depends on the temp, viscosity, Mr. and shape.
- The diffusion per time unit is depending on the area, conc., the distance and a diffusion coefficient.
- Showing the change of diffusion per time.
- The equation allows vision of how far an injected medicine travels with time. The longer times that goes, the slower diffusion. It’s inverted proportional to the time. It’s the same amount of particles but not as quickly.
- The oxygen diffusion goes very quickly, 0.3s. This makes it possible to exchange gases despite the high velocity of blood in the capillaries.
Topic 9
- Osmosis
- The osmotic pressure
- Isotonic solutions
- Hypotonic solutions
- Hypertonic solutions
- Van Hoff´s law
- Measurement of osmotic pressure
1.Diffusion of water through a semi-permeable membrane. Water will go to the concentrated solution.
2. The pressure difference needed to stop the flow of solvent across a semipermeable membrane. The osmotic pressure of a solution is proportional to the molar concentration of the solute particles in solution.
3.Solutions with an equal conc. No change in pressure. Only sol. used for infusions.
4.Inner sol. has higher conc., so water streams in. E.g. hemolysis - cell explodes.
5.Outer sol. has higher conc., so water leaves. E.g. plasmolysis - cell shrinks.
6.The osmotic pressure (Π) of a solution containing (n) moles of solute particles in a solution of volume (V).
7.Direct: Pfeffer osmometer; measure the height diff. in a cylinder connected to a solution by a membr.
Indirect: The osmotic press. can be calc. by measure the freezing or boiling point changes.
Topic 10
- Structure of cell membrane
- Passiv diffusion
- Membrane permeability
- Correlation between the membrane permeability and the lipid solubility
- Faciliated diffusion
- Mechanism of faciliated diffusion
- Active transport
- Phospholipid bilayers with proteins. The lipids have one hydrophobic and one hydrophilic part. The bio. membr. are semipermeable.
- Don’t req. energy. The membr. contain small pores where some molec. goes through.
- It’s selective for diff. molec. Larger conc.diff.->faster diffusion. Thicker membr.->slower diffusion. Can determine the permeability by using the Fick’s law.
- There is a definite correlation. They are proportional to each other.
- Diffusion with the help of membr. components. No energy required. Has 4 diff. compared to passive diffusion: much faster, saturating-the solution gets more and more saturated, specific and can’t be inhibited.
- The molec. forms a complex with a carrier molec. which goes through the membr. and there release it. The carrier molec. can’t leave the membr. but move easily inside it. Could be moving or immobile.
- Transport against conc. gradient. Need extra energy. Hydrolysis of ATP to ADP.
Topic 11
- Sedimentation
- The sedimentation velocity due to gravitation and in a centrifuge
- Sedimentation coefficient
- Centrifugation
- Ultracentrifugation
- Analytic and preparative ultracentrifuges
1.Used to differentitate substances, because it is depending on the radius of the sphere.
2. Affected by radius, viscosity, gravity and density.
3.The sedimentation propertiy of a particle.
4.Rotation of an object gives an outward going force, a centripetal acceleration.
5. A centrifuge with a extreme high angular velocity.
6. Analytical: ere equiped with an optical device to determine conc. distributions at any time during the measurment.
Preparative: fractionation of the content and measurment of each fraction.
Topic 12
- Determinations of molecular mass by desimentation-diffusion and sedimentation equilibrium methods.
- Density gradient centrifugation
1.Sedimentation-diffusion method: the molec. mass is determined by combining the sedimentation coefficient and the diffusion coefficient. And extract the mass from the formed equation.
Sedimentation equil. methods: A low speed centrifugation where the sedimentation is in equilibrium with the counteracting diffusion.
2.Is used when you want to separate particles with diff. density. Use a medium with difference in its density (e.g. heavy metal salts). The part of the solution with higher density gather further from the center, and collecting those particles with same density as themselves.
Topic 13
- Geometric optics
- Concept of the light ray
- Rules of reflection and refraction
- Relative and absolute index of refraction
- Total reflection
- Fiber optics
- Light pipes
- Light path in plane-parallel slab
- Refraction in prism
- Deflection of light by a small angle prism
- Disperions of light
1.Describes light propagation in terms of rays. Used when the wavelight is short than the tools studying them and energies are negligible.
2. Transv. electromagnetic waves. Concept: Light propagate along a straight line, betw. 2 mediums the light reflect and/or enters the medium, the light path is reversible.
3.On a smooth surface the incident ray and the reflected ray has same angle. The angle of the refracted ray depends on the medium.
4.A measurement of how the medium is refracting light. The index of refraction is depending on the wavelength.
Defined by Snell’s law.
5.None of the incident ray enters the second medium. The angle of refraction is 90°. No energy loss.
6. Total internal refraction through a pipe.
7.Small pipe where light is totally, internally reflected in order to travel long distances with no attenuation.
8.If a ray crosses it, and it’s the same medium on both sides of the slab, the angle of the ray is unchanged but moved a distance proportionally to the thickness of the slab.
9.Since the walls of the prism is angled, the light is bending several times, according to Snell’s law.
10. The smallest deflection angle will be found in a symmetric light path case.
11.The index of refraction is depending on the wavelength of incident light ray. If it has several wavelength they will be separated in a prism and come out as a spectrum. Every part of the spectrum is monochromatic light.
Topic 14
- Optical image formation
- Real and virtual images
- Real and virtual objects
- Image formed by a plane mirror
- Thin spherical lenses
- Focal points of the lens
- Lens-maker equation
- If diverging rays from a point called object, cross each other after reflection/refraction, this crossing-point is the image of the object.
- Real images; an image where the object is where it seems to be. Virtual image; an image where the object is not is where it seems to be-the rays has been changed like with a mirror.
- Most objects are real, the rays are coming from the location of the object. Virtual objects occur in multicomponent systems with 2 lenses or mirrors.
- The image in a mirror is the point where the reflected light rays point at.
- Has a small thickness compared to its radius. Can be converging or diverging.
- Converging lens; in front-pos. value. Diverging; “behind”, where the diverging rays should “hit” each other-neg. value.
- Calculates the focal length of a lens in air.
Topic 15
- Image formation by lenses
- Ray tracing method using 3 special light rays
- Thin lens formula
1.Converging lens bends light rays toward its axis, so the beam of parallel rays converges at a point (convex lens), a diverging lens bends rays outwards from its axis (concave lens).
2. Three light rays from an object are easily predictable:
-One parallell with axis - through the focus point.
-One through center of the lens - don´t change direction
-One through the “neg.” focus - when it hits the lens it goes parallell with the axis.
Where the 3 meet: image.
3. (formula) Object dist. is pos. for real objects and neg. for virtual. Image dist. is pos. for real image and neg. for virtual.
Topic 16
- Combination of thin lenses-lens system
- The equivalent focal lenght of thin lenses in contact
- Lens abberations
- Six cardinal points for thick lenses
- Ray-tracing for thick lenses
- If you have several lenses, let the image of the first lens be the object for the following lens and so on. If the lenses are in contact, add up their powers.
- Identical with the third one - given by an equation where the two powers of the lenses is added together.
- Limitations of the sharpness. Spherical aberration; diff. focus in the centre and outer parts. Chromatic aberration; if the light has several wavelengths, the index of refraction will split the rays, which will have diff. focuses. Astigmation; the lens don’t focus light beam to a point but produces 2 images at diff. distances.
- Focal points; F, F`, principal points; P1 and P2 and Nodal points; N1 and N2.
- The real light path inside the lens can be ignored. Use the cardinal points.