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Saturday, June 23, 2018

Human Anatomy BIOB33 Lecture notes.


BIOB33 Lecture Notes 

Lecture 1



(based on chapters 1 & 3)




Foundations: An Introduction to Anatomy
The study of external structures
The study of internal structures
The study of the relationship between body parts The careful observation of the human body

Physiology
The study of how the body functions The study of mechanisms in the body
Microscopic anatomy
The study of structures that cannot be seen without magnification Cytologystudy of cells
Histologystudy of tissues
Macroscopic anatomy
The study of structures that can be seen without magnification
Surface anatomy: refers to the superficial anatomical markings
Regional anatomy: refers to all structures in a specific area of the body, whether they are superficial or deep Systemic anatomy: The study of the organ systems of the body (digestive system, cardiovascular system, etc.)
Other Perspectives on Anatomy
Developmental anatomy: examines structural changes over time Embryology: the study of early developmental stages Comparative anatomy: - considers different types of animals
Levels of Organization
Chemical/Molecular (simple) Cell
Tissue
Organ
Organ system Organism (complex)
Levels of Organization
Chemical/Molecular
- over a dozen elements in the body
- four of them make up 99% of the body - hydrogen, oxygen, carbon, and nitrogen - major classes of compounds – water, carbohydrates, proteins, lipids, nucleic acid
Cell - the smallest living unit in the body
Tissue - many cells and some surrounding material
Organ - Combination of tissues
Organ System - Combination of various organs make up a specific system (example: the stomach, small intestine,
large intestine, liver, gallbladder, and pancreas make up the digestive system) Levels of Organization of Organ Systems - Humans are composed of 11 organ systems
Integumentary System Skeletal System Muscular System Nervous System Endocrine System Cardiovascular System

Lymphoid System Respiratory System Digestive System Urinary System Reproductive System
The Language of Anatomy
Superficial Anatomy
The terms are typically derived from Latin or Greek
Latin or Greek is used because they are descriptive languages

Anatomical position
The hands are at the side
The palms are facing forward
All discussion of the human body is in reference to the anatomical position
Supine: lying down (face up) in the anatomical position
Prone: lying down (face down) in the anatomical position
Abdominopelvic quadrants and regions
Anatomists and clinicians use specialized regional terms to indicate a specific area of concern within the abdomen or the pelvic regions of the body.
The abdomen and pelvic regions can be subdivided into four regions (abdominopelvic quadrants): Right upper quadrant (RUQ)
Left upper quadrant (LUQ) Right lower quadrant (RLQ) Left lower quadrant (LLQ)
The abdomen and pelvic regions can be subdivided into nine regions (abdominopelvic regions): Epigastric
Right hypochondriac Left hypochondriac Umbilical
Right lumbar

Left lumbar Hypogastric Right inguinal Left inguinal
Anatomical directions
The most common directional terms used are: Superior
Inferior Anterior Posterior Medial Lateral Superficial Deep
See Table 1.2 Regional and Directional Terms
Sectional Anatomy
There are many different ways to dissect a piece of tissue for further study. These are referred to as dissectional cuts or dissectional planes.
Transverse cut: separating superior and inferior Sagittal cut: separating left and right Midsagittal: separating left and right equally Parasagittal: separating left and right unequally

Frontal cut: separating anterior and posterior Oblique cut: separating the tissue at an angle
Sectional Anatomy: Body cavities
If you remove an organ from the body, you will leave a cavity The body cavities are studied in this manner:
Posterior cavity
Cranial cavity
: consists of the brain Spinal cavity: consists of the spinal cord
Anterior cavity
Thoracic cavity
consists of:
Pleural cavity: lungs
Pericardial cavity: heart
Mediastinal cavity: space between the apex of the lungs
Abdominopelvic cavity consists of:
Abdominal cavity: stomach, intestines, spleen, liver, etc. (within peritoneal cavity) Pelvic cavity: urinary bladder
Each cavity consists of a double-layered membrane (parietal and visceral)
The membrane nearest the wall of the body (farthest from the organs) is the
parietal membrane
- parietal pleura (lungs), parietal pericardium (heart), parietal peritoneum (abdomen)
The membrane farthest from the wall of the body (nearest the organs) is the
visceral membrane
- visceral pleura (lungs), visceral pericardium (heart), visceral peritoneum (abdomen)
Between the double membranes (parietal and visceral) is a cavity filled with
serous fluid which a very smooth non-
viscous fluid allowing very fluid easy movements of organs with no friction, in contrast to mucous fluid which is thick and sticky (very viscous)


From Chapter 3 - Foundations: Tissues
There are over 75 trillion cells in the body
All cells can be placed into one of the four tissue categories

Epithelial tissue Connective tissue Muscular tissue Neural tissue
Epithelial Tissue
Epithelial Tissue Characteristics
- Cells are bound close together
- No intercellular space - Arranged in sheets - Composed of one or more layers of cells

-Regeneration - Cells are continuously replaced via cell reproduction - Polarity -have an exposed apical surface
- have an attached basal surface
- Attachment - Basal layer is attached to the basal lamina
- Avascularity - Do not consist of blood vessels (no vascular connections)

Functions of Epithelial Tissue
Provides physical protection Controls permeability Provides sensation Produces secretions
Specialization of Epithelial Cells
Microvilli
- For absorption and secretion
Stereocilia - Long microvilli, commonly found in the inner ear
Ciliated epithelium - Moves substances over the apical surfaces of the cells

Tissue
Classification of Epithelia
Simple
- Epithelium has only one layer of cells Stratified - Epithelium has two or more layers of cells
Epithelial Tissue Cells
Squamous cells
- Thin, flat cells / “squished” nuclei
Cuboidal cells - Cube-shaped cells / centered, round nucleus Columnar cells - Longer than they are wide / nucleus near the base Transitional cells - Mixture of cells / nuclei appear to be scattered
Simple Squamous Epithelium - Consists of very delicate cells Location - Lining body cavities, the heart, the blood vessels Function - Reduces friction
- Absorbs and secretes material
Stratified Squamous Epithelium
Location - Surface of skin
Lines: mouth, esophagus, anus, vagina Function - Protection

Simple Cuboidal Epithelium
Location - Thyroid gland, ducts, kidney tubules Function - Secretion, absorption
Stratified Cuboidal Epithelium
Location - Ducts of sweat glands Function - Secretion, absorption
Simple Columnar Epithelium
Location - Lining: stomach, intestines, uterine tubes Function - Secretion, absorption, protection
Stratified Columnar Epithelium
Location - Pharynx, epiglottis, mammary glands, salivary glands Function - Protection
Pseudostratified Ciliated Columnar Epithelium
Nucleus situated at different levels Location - Nasal cavity, trachea, bronchi Function - Protection, secretion
Transitional Epithelium
Consists of many layers
Consists of a combination of cuboidal and “odd” shaped cells Location - Urinary bladder
Function - Ability to stretch extensively

Thursday, June 21, 2018

CHMA11 Lecture Notes Chemistry UTSC


Chemistry lec 3

Molecularity
The number of reactant particles in an elementary step is called its molecularity
 – This is the reaction order for an elementary reaction
A unimolecular step involves one particle
A bimolecular step involves two particles – though they may be the same kind of particle
A termolecular step involves three particles – though these are exceedingly rare in elementary steps
Rate Laws for Elementary Steps
Each step in the mechanism is like its own little reaction – with its own rate law
The rate law for an overall reaction must be determined experimentally
But the rate law of an elementary step can be deduced from the equation of the step
H2(g) + 2 ICl(g) ® 2 HCl(g) + I2(g)
1) H2(g) + ICl(g) ® HCl(g) + HI(g) Rate = k1[H2][ICl]
2) HI(g) + ICl(g) ® HCl(g) + I2(g) Rate = k2[HI][ICl]


Rate Determining Step
In most mechanisms, one step occurs slower than the other steps
The result is that product production cannot occur any faster than the slowest step
– the step determines the rate of the overall reaction
We call the slowest step in the mechanism the rate determining step
The rate law of the rate determining step determines the rate law of the overall reaction

Another Reaction Mechanism
NO2(g) + CO(g) -> NO(g) + CO2(g) Rateobs = k[NO2] 2
1. NO2(g) + NO2(g) -> NO3(g) + NO(g) Rate = k1[NO2] 2 Slow
2. NO3(g) + CO(g) -> NO2(g) + CO2(g) Rate = k2[NO3][CO] Fast
SUM: NO2(g) + CO(g) -> NO(g) + CO2(g)
The first step is slower than the second step
The first step in this mechanism is the rate determining step.
The rate law of the first step is the same as the rate law of the overall reaction.

Validating a Mechanism
  To validate (not prove) a mechanism, two conditions must be met:
 1. The elementary steps must sum to the overall reaction
2. The rate law predicted by the mechanism must be consistent with the experimentally observed rate law

Mechanisms with a Fast Initial Step
When a mechanism contains a fast initial step, the rate limiting step may contain intermediates When a previous step is rapid and reaches equilibrium, the forward and reverse reaction rates are equal – so the concentrations of reactants and products of the step are related
– and the product is an intermediate
  Substituting into the rate law of the RDS will produce a rate law in terms of just reactants





                          The Effect of Temperature on Rate
■ Changing the temperature changes the rate constant of the rate law
Arrhenius investigated this relationship and found that:

where T is the temperature in Kelvin
R is the gas constant in energy units, 8.314 J/(mol•K)
A is called the frequency factor, the rate the reactant molecules collide “correctly”
Ea is the activation energy, the extra energy needed to start the molecules reacting

Arrhenius Plots
The Arrhenius Equation can be expressed in the following form:

This looks like the Claussius-Clapeyron equation – that talks about vapour pressure!
a graph of ln(k) vs. (1/T) is a straight line

Example: Determine the activation energy and frequency factor for the reaction O3(g) -> O2(g) + O(g)
given the following data:


slope, m = 1.12 x 104 K                                                                                                             y–intercept, b = 26.8