MATTER & ENERGY - 100 Flashcards
Matter & Energy
- Energy is the exertion of force (kinetic) or capacity (potential) to do work
- Matter is tangible composition that may be solid, liquid, gas, or plasma
- Solids: resist changes in shape and volume
- Liquids: fluids with minimal to no compressibility; may change volume with changes in pressure and temperature
- Gases: fluids that are compressible and easily change volume with changes in pressure and temperature
- Plasma: mixture of ionized gas & free-floating electrons
Atom vs. Molecule
- Atom
- Smallest unit of an element that retains its properties
- Can exist independently; singular entity
- Molecule
- Group of two or more atoms bonded together; smallest unit of a compound
- Formed when atoms bond
- Can consist of the same type of atoms (e.g., O2) or different types (e.g., H2O)
Atomic Structure
- Atom: smallest particle of an element that retains characteristics; smallest unit that can enter chemical reactions
- Subatomic particles:
- Protons (positive charge)
- Neutrons (electrically neutral)
- Electrons (negative charge)
Properties of Subatomic Particles
- Electrons: negative; almost massless; primarily determine the size of the atom
- Protons: positive; located in the nucleus; ~1000× more massive than electrons
- Neutrons: neutral; located in the nucleus; similar in mass to protons
- Mass and Charge
- Protons + Neutrons ≈ most of the atom's mass
- Electrons ≈ charge and size
Atomic Structure (continued)
- Protons & neutrons cluster in the nucleus
- Electrons move around the nucleus in shells (Orbital Theory)
- Negative charge of electrons attracted to positive nucleus
- Outer-shell electrons are called valence electrons
Chemical Symbols
- Chemical elements and electronic configuration are designated by chemical symbols
- About 26 elements are commonly found in living cells
Molecular Structure: Naming
- Systematic naming rules:
- Prefix multiplier indicates how many of each element are present
- Suffix “-ide” to the last element name
- Examples:
- N_2O
ightarrow ext{Dinitrogen monoxide (nitrous oxide)} - NO
ightarrow ext{Nitrogen monoxide (nitric oxide)} - CCl_4
ightarrow ext{Carbon tetrachloride}
- Some compounds are non-systematic:
- H_2O
ightarrow ext{Water} - NH_3
ightarrow ext{Ammonia} - CH_4
ightarrow ext{Methane} - C3H8
ightarrow ext{Propane}
Molecular Bonding
- Chemical concepts:
1) Types of bonds formed between atoms
2) Polarity: molecule acts like a magnet; uneven electron distribution creates partial charges
3) Spin of electrons/protons: axis alignment can contribute to magnetic interactions
Comparing Bonds
- Covalent Bonds
- Atoms share electrons
- Strong, stable bonds
- Directional: electrons shared between specific atoms
- Electrostatic (Ionic) Bonds
- Atoms transfer electrons
- Very strong attraction, but can be disrupted in water
- Non-directional: attraction occurs around the ion
Covalent Bonds (details)
- Atoms form bonds by sharing electrons
- Nonpolar covalent bonds: equal sharing of valence electrons
- Polar covalent bonds: unequal sharing (one atom pulls harder)
- Bond types by electron sharing:
- Single bond: one pair of electrons shared
- Double bond: two pairs shared
- Triple bond: three pairs shared
Types of Electrostatic Bonds
- Ion–Ion (Ionic) bonds
- Ion–Dipole bonds
- Dipole–Dipole bonds
Electrostatic Bonds: Ionic
- Attraction of electrons between atoms
- Opposites attract (negative to positive)
- Ionic bonds (ion–ion) are strong
- Not directional; occur anywhere along outer electron shell
- Typically have high melting and boiling points
Electrostatic Bonds: Ion–Dipole
- An ion interacts with a molecule that has a partial charge
- Weaker than ion–ion bonds
- Example: water molecule bonding
Electrostatic Bonds: Dipole–Dipole
- Form between molecules with dipolar (partial) charges
- Creates weak attractions; responsible for properties like surface tension of water
- Water is a prime example due to polarity
- Molecules with uneven electron distribution can form induced dipoles
- London dispersion forces: weakest type of molecular bond; temporary, weak bonds
- These forces permit gases (e.g., O₂, N₂) to liquefy at very low temperatures
Bond Breaking
- Energy to break or form a bond
- Energy released when a bond is formed; energy consumed when a bond is broken
- Involved in chemical reactions; amount released equals amount consumed
- Covalent bonds create greater bond energies than electrostatic bonds
- Bond energies are measured as an enthalpy change: riangle H
Enthalpy
- Definition: total amount of energy possessed by a system (kinetic + potential)
- Very difficult to measure directly; we discuss change in enthalpy: riangle H
- Heat evolved (exothermic) or absorbed (endothermic) equals the change in enthalpy
- Examples:
- Food metabolism → energy available for immediate or later use
- Fat breakdown → releases stored energy as fuel
- ATP → ADP + P → consumes energy in the process
Functional Group Overview
- Hydrocarbons: compounds consisting of only hydrogen and carbon
- Saturated hydrocarbons: single bonds in a chain
- Example: Alkanes (e.g., Halothane is a halogenated alkane)
- Cyclic hydrocarbons: saturated in a ring
- Examples: Cycloalkane
- Unsaturated hydrocarbons: double or triple bonds in chains or rings
- Alkenes (double bonds)
- Alkynes (triple bonds)
- Carbonyl compounds: esters and amides
Organic Compounds: Hydrocarbons
- Hydrocarbons: ext{H}3 ext{C} - ext{CH}2 ext{ - CH}2 - ext{CH}3
- Structure: straight chains with or without branches
- Saturated hydrocarbons (alkanes): all remaining carbon bonds are single, each carbon bonded to hydrogens
- Straight-chain molecule example
Organic Compounds: Hydrocarbons (branched and unsaturated)
- Branched hydrocarbon example: ext{CH}3- ext{CH}( ext{CH}3)_2
- A six-carbon hydrocarbon is called hexane
- Unsaturated hydrocarbons have double or triple bonds
- Alkenes contain double bonds (e.g., hexene)
- Alkynes contain triple bonds
Organic Compounds: Cyclic hydrocarbons
- Carbon chains in a ring structure
- May contain single, double, or triple bonds
- Examples: hexane (cyclic form) and benzene (aromatic)
Functional Groups: Amines/Amides
- Amines: derivatives of ammonia ( ext{NH}3) with general formula ext{NR}3
- With one or two with hydrogen substituents can be present
- All amines have a lone pair of electrons on the nitrogen
- Amides: (carboxamide group) ext{RCONH}2, ext{RCONHR}, ext{RCONR}2
- Note: Further details referenced from additional lectures
Functional Groups: Alcohol
- General formula: ext{ROH}
- R = alkyl group (carbon and hydrogen)
- ext{OH} = hydroxyl group
- Hydroxyl group is very polar (binds with ext{H}^+)
- Hydrophilic; alcohols dissolve many polar molecules
Functional Groups: Phenols
- Similar to alcohol: ext{ROH}, but R is an aryl group (aromatic ring, e.g., benzene)
- OH group is polar
- Simple phenols are polar; complex phenols may be lipid soluble (e.g., propofol)
Functional Groups: Ethers
- General formula: ext{R-O-R'}
- R and R' are alkyl groups attached by oxygen
- Ethers are relatively inert and highly flammable
- Straight ethers are not used much anymore; halogen substitution can alter blood solubility, potency, and flammability
- Fluorine (Sevoflurane) substitutions; Chlorine (Isoflurane) substitutions; replace Hydrogen
- Aldehydes: ext{RCHO}
- Esters: ext{RCOOR}
- Ketones: ext{RCOR'}
- Carboxylic acids: ext{RCOOH}
- Weak acids; form carbonates and bicarbonates (buffers) in pH systems
Vapor Pressure
- Volatile agents in a vaporizer; liquids turned into vapor; vaporization occurs
- In a closed container: molecules escape liquid phase and become vapor, striking container walls
- Vapor pressure is directly correlated with temperature
- Increasing temperature raises the ratio of gas to liquid molecules, increasing vapor pressure
Vapor Pressure: Boiling Point
- Boiling point: temperature at which ext{Vapor pressure} = ext{Atmospheric pressure}
- Atmospheric pressure at sea level: P_{ ext{atm}} = 760 ext{ mmHg}
- Boiling points for anesthetic agents at standard conditions:
- Sevoflurane: 58.5^ ext{°C}
- Desflurane: 22.8^ ext{°C}
- Isoflurane: 48.5^ ext{°C}
- Enflurane: 56.5^ ext{°C}
- Halothane: 50.2^ ext{°C}
Vapor Pressure: 20°C Values
- At 20°C, vapor pressures (mmHg):
- Sevoflurane: 170
- Enflurane: 172
- Isoflurane: 240
- Halothane: 244
- Desflurane: 669
Vapor Pressure: Temperature Dependence and Clinically Relevant Concepts
- Vapor pressure is a function of temperature
- Henry’s Law context for gases in liquids; partial pressure effects in closed systems
- Example problem framework: if a gas is added to a container with air (760 mmHg total), the gas fraction is determined from its vapor pressure relative to total pressure
- In practice: calculate gas percentages from vapor pressure (VP) and atmospheric pressure (760 mmHg)
Latent Heat of Vaporization
- Definition: energy needed to convert 1 g of liquid to vapor at constant temperature
- Effect on volatile agents: vaporization cools the liquid and decreases vapor pressure
- All common anesthetics have similar latent heats
- Desflurane exception: less potent (requires more molecules for same depth) → greater temperature loss → larger drop in vapor pressure; may require specially heated vaporizers (TEC) to offset cooling
Desflurane: Special Vaporizer Considerations
- Properties: high volatility + moderate potency
- Standard variable-bypass vaporizers are not suitable
- Special design: heated to 39^ ext{°C}, raising vapor pressure to about 1300 ext{ mmHg}
- Delivery mechanism: injected directly into fresh gas flow to ensure accurate, safe delivery
Vapor Pressure: Is VP a function of volume, temperature, or pressure?
- Answer: Temperature governs VP in practice; at constant temperature, VP is a property of the liquid/gas pair
- Henry’s Law context: at constant T, amount dissolved in liquid is proportional to partial pressure of gas above the liquid
- Clinical implications for volatile anesthetics in closed containers and Dalton’s Law of partial pressures
Dalton's Law of Partial Pressures
- Statement: Total pressure of a gas mixture equals the sum of the partial pressures of each gas
- Example components: ext{O}2, ext{N}2, ext{Ar}, ext{H}2 ext{O}, ext{CO}2
- Typical air composition (atmosphere): ext{O}2 = 20.9 ext{%}, ext{N}2 = 78.1 ext{%}, ext{Ar} = 0.97 ext{%}, ext{H}2 ext{O} = 1.28 ext{%}, ext{CO}2 = 0.05 ext{%}
- Total: P_{ ext{total}} = 101.3 ext{ kPa} (or 760 mmHg at sea level)
- Concept: pressure exerted on container walls is the sum of partial pressures; depends on gas mole fractions and temperature
Dalton’s Law Example: Volatile agent in oxygen flask
- Scenario: isoflurane is added to a flask of oxygen (P_total = 760 mmHg)
- Partial pressures: P{ ext{O}2} = 760 - P{ ext{isoflurane}} and P{ ext{isoflurane}} = ext{VP}_{ ext{isoflurane}}
- If VP of isoflurane = 240 mmHg, then:
- ext{% Iso} = rac{240}{760} imes 100 = 31.6 ext{%}
- ext{% O}_2 = rac{760 - 240}{760} imes 100 = 68.4 ext{%}
- Note: the two percentages sum to 100%
Dalton’s Law: Temperature Effects on Gas-Liquid Equilibria
- Heating a gas-liquid system increases dissolved gas escape to the gaseous phase
- Cooling increases dissolution of gas into the liquid
- Clinical relevance: hypothermia slows emergence from volatile anesthetics due to increased gas solubility and slower release from tissues
Vapor Pressure: Practice Problems (Examples)
- Enflurane added to a beaker of oxygen: determine % enflurane and % oxygen from VP values and total pressure
- Desflurane added to a beaker of oxygen: determine % desflurane and % oxygen similarly
Clinical Applications: Vaporizer Misfill Scenarios
- If halothane is placed in an enflurane or sevoflurane vaporizer, delivered concentration will be higher than the dial setting because halothane has a higher VP
- VP(enflurane) ≈ VP(sevoflurane) around 170–172 mmHg; VP(halothane) ≈ 244 mmHg
- If halothane is placed in an isoflurane vaporizer, delivery will be about the same as the dial setting (VP similar: 244 vs 240)
- If enflurane or sevoflurane are placed in a halothane or isoflurane vaporizer, delivered concentration will be less than the dial setting (lower VP than the other agents)
- If isoflurane is placed in an enflurane or sevoflurane vaporizer, delivered concentration will be higher than the dial setting (isoflurane VP is higher than enflurane/sevoflurane)
- If isoflurane is placed in a halothane vaporizer, delivered concentration will be about the same (VPs are similar: 244 vs 240)
- Practical takeaway: reason through VP differences to anticipate delivered concentrations
- Mnemonics:
- HLH: if a higher VP agent is placed in a vaporizer for a lower VP agent, delivered concentration will be higher than the dial setting
- LHL: if a lower VP agent is placed in a vaporizer for a higher VP agent, delivered concentration will be lower than the dial setting
Solubility
- Definition: ability of a solute (solid, liquid, gas) to dissolve in a solvent at a given temperature
- Key factors:
- Temperature: affects solids and gases
- Pressure: affects only gases
- Other influences: solute concentration, concentration gradient, molecular size (MW)
- Examples:
- Solutes: salt, sugar, alcohol, anesthetic gases (isoflurane, sevoflurane)
- Solvents: water, oil, blood
- Clinical note: Solubility varies widely among substances and directly impacts drug/anesthetic behavior
Solubility in Gases and Liquids
- Solubility of a gas (anesthetic gas) in a liquid (blood) affects induction and emergence
- Process: anesthetic vapor → alveoli → dissolve in blood → carried to brain for mechanism of action
Diffusion
- Movement of molecules from high to low concentration across a membrane
- Requirements: concentration gradient must exist; no gradient → no diffusion
- Outcome: molecules distribute evenly until equilibrium
Diffusion: Graham’s Law
- Rate of effusion of a gas through an orifice is inversely related to molecular weight
- Smaller molecules move faster
- Limits to the law exist beyond an orifice
Diffusion: Five Key Factors
- Directly related (promote diffusion):
- Concentration gradient
- Tissue area
- Fluid/tissue solubility
- Indirectly related (limit diffusion):
- Membrane thickness
- Molecular weight (MW)
Osmosis
- Movement of water across a semi-permeable membrane
- Features: membrane allows water and small molecules to pass; large molecules are trapped
- Result: water shifts to balance concentration difference; large molecules prevent complete equilibrium
Fick’s Law of Diffusion
- Directly proportional (factors that increase diffusion):
- Pressure gradient
- Solubility
- Membrane area
- Inversely proportional (factors that hinder diffusion):
- Membrane thickness
- Molecular weight
- Clinical relevance: explains gas exchange in normal breathing; key to induction and emergence from anesthesia
- Standard mathematical form (conceptual): J ext{ (flux)} \propto \frac{D A \Delta C}{\Delta x}
- Where flux increases with diffusion coefficient (solubility) and area, and with the concentration gradient; decreases with membrane thickness and distance
Henry’s Law
- Definition: the amount of gas dissolved in a liquid is proportional to the partial pressure of that gas above the liquid
- Clinical relevance: essential for understanding gas transport and anesthesia gas exchange
- Key constant and expression:
- C = k_H P or more generally, solubility is proportional to partial pressure
- In the body (O2 and CO2):
- Oxygen dissolution constant: 0.003\, \frac{mL}{100\,mL\, blood\, mmHg}
- Carbon dioxide dissolution constant: 0.067\, \frac{mL}{100\,mL\, blood\, mmHg}
Henry’s Law: Numerical Examples
- Oxygen dissolved in blood at PaO2 = 300 mmHg:
- Dissolved O2 = 300 \times 0.003 = 0.9\,\text{mL}/100\,\text{mL}\,\text{blood}
- Change from PaO2 100 to 500 mmHg:
- Dissolved O2 at 100 mmHg = 100 \times 0.003 = 0.3\,\text{mL}/100\,\text{mL}
- Dissolved O2 at 500 mmHg = 500 \times 0.003 = 1.5\,\text{mL}/100\,\text{mL}
- Increase = 1.5 - 0.3 = 1.2\,\text{mL}/100\,\text{mL}
- Carbon dioxide dissolved in arterial blood at PaCO2 = 50 mmHg:
- Dissolved CO2 = 50 \times 0.067 = 3.35\,\text{mL}/100\,\text{mL}
- Estimating PaO2 from inspired oxygen (FiO2) and flow rate (example): 5 L/min with FiO2 = 0.40
- Inspired O2 partial pressure approximation: 200\text{ mmHg}
- Dissolved O2 = 200 \times 0.003 = 0.6\,\text{mL}/100\,\text{mL}
Blood/Gas Solubility Coefficients (Ostwald Coefficients)
- Definition: ratio of anesthetic in blood (liquid phase) to gas (gaseous phase) at equilibrium
- Interpretation:
- High blood solubility → more agent stays in blood, less in gas
- Low blood solubility → more agent remains in gas phase
- Numerical values (B/G Coefficients):
- Halothane: 2.50
- Isoflurane: 1.4
- Desflurane: 0.42
- Sevoflurane: 0.60
- Nitrous oxide: 0.47
- Interpretations and implications:
- Based on Ostwald partition coefficients, which agent is most blood soluble? Halothane (2.50).
- Which is least blood soluble? Desflurane (0.42).
- Which agent will get to the brain the fastest? Those with the lowest blood solubility (desflurane fastest in uptake).
- Which will be slower to induce? Those with higher solubility (halothane slowest).
- Hypothermia effect: cooler temperatures generally increase gas solubility in blood, potentially slowing onset; thus, hypothermic patients may go to sleep slower with these agents.
- Practical takeaway: Inhalation agents with low blood solubility leave the blood quickly and enter tissues, producing rapid anesthetic states; higher blood/gas solubility slows brain uptake