Chapter 2: Isomers Flashcards

1
Q

Isomers

A

compounds with the same molecular formula as another, but differ in arrangement or connectivity of their atoms

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2
Q

Structural / constitutional isomers

A

share only their molecular formula (same atoms)

differ in their structures (connectivity of atoms)

different chemical and physical properties

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3
Q

Physical properties and examples

A

aspects of a compound that do not play a role in changing chemical composition

ex. melting point, boiling point, solubility, odour, colour, density

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4
Q

Chemical properties and examples

A

aspects of a compound that change chemical composition

have to do with the reactivity of the molecule with other molecules

dictated by the reactivity of functional groups

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5
Q

in organic chem, the chemical properties of a compound are generally dictated by the ——- in the molecule

A

functional groups

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6
Q

stereoisomers

A

same chemical formula AND same connectivity

differ in how these atoms are arranged in space (their wedge and dash pattern)

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7
Q

2 categories of stereoisomers

A

conformational isomers

configurational isomers

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8
Q

conformational isomers (conformers)

A

the same molecule, just at different points in their natural rotation around single (sigma) bonds

interconvert by simple bond rotation

recall: single bonds are free to rotate

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9
Q

configurational isomers

A

have differing connectivity and can only be interconverted by breaking bonds

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10
Q

Newman projections

A

a drawing that helps visualize the 3-dimensional structure of a molecule

there are drawn looking straight down a carbon-carbon bond

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11
Q

name the 2 conformations of straight chain conformational isomers

A

staggered and eclipsed

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12
Q

2 types of staggered conformation

A

anti conformation: the largest groups are opposite (180 degrees apart)

gauche conformation: the largest groups are close together (60 degrees apart)

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13
Q

Eclipsed conformation

A

this conformation has groups directly in front of each other

totally eclipsed: highest energy state, 2 largest groups are in the same plane on the same side

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14
Q

totally ecliped conformation

A

the two largest groups are directly in front of each other and strain is at a maximum

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15
Q

explain the potential energy vs degree of rotation plot of butane

A

higher potential energy = less stable

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16
Q

3 factors that can result in ring strain

A

angle strain, torsional strain, steric strain (non bonded strain)

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17
Q

angle strain

A

results when bond angles deviate from their ideal values by being stretched or compressed

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18
Q

torsional strain

A

results when cyclic molecules must assume conformations that have eclipsed or gauche interactions

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19
Q

steric strain (van der waals repulsion)

A

results when nonadjacent atoms or groups compete for the same space

ex. this is the main type of strain occuring in flagpole interactions

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20
Q

what is the dominant source of strain in flagpole interactions

A

non bonded strain / steric strain

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21
Q

what is the most stable conformation of cyclohexane

A

the chair conformation

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22
Q

what are the 3 most common conformations of cyclohexane

A

chair

boat

twist (scew-boat)

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23
Q

what occurs during a chair flip

A

the chair passes through the “half-chair” conformation

all equatorial groups become axial and vice versa

all dashes and wedges _remain the sam_e (components point UP stay pointing UP)

24
Q

axial vs equatorial

A

axial (black): group is perpendicular to the plane of the ring (stick up or down)

equatorial (red): parallel to the plane of the ring (stick out)

25
which position do bulky groups favour in a boat conformation
equatorial
26
cis vs trans rings
cis: both groups are on the same side of the ring (up/up or down/down) trans: both groups are on opposite side of the ring (up/down)
27
how to convert between ring and chair diagrams
wedges = UP dashes = DOWN ups alternate from equatorial to axial
28
drawing bonds for chair conformations
each carbon has an "up" and a "down" the "up"s and "downs" of each type alternate
29
Configurational isomers
can only change from on form to another by breaking and reforming covalent bonds
30
2 categories of configurational isomers
enantiomers & diastereomers *(both are “optical isomers”)*
31
optical isomers
compounds with different spatial arrangement of groups which affects the rotation of plane-polarized light
32
chiral compounds
a compound whose mirror image cannot be superimposed on the original compound lack an internal plane of symmetry
33
achiral compounds
have mirror images that CAN be superimposed
34
chiral centers
carbon atoms with 4 _different_ constituents (these are chiral carbons)
35
characteristic of ALL chiral carbons
have 4 DIFFERENT groups connected
36
enantiomers (4)
2 molecules that are nonsuperimposable mirror images of each other same connectivity but opposite configurations at EVERY chiral center same physical and chemical properties (except optical activity and reactions in chiral environments) rotate plane polarized light to the same magnitude but opposite directions
37
optically active compounds
can rotate plane-polarized light
38
optical activity
the rotation of plane polarized light by a chiral molecule
39
dextrorotatory (d-) compounds
rotate plane-polarized light to the right (clockwise) labelled (+)
40
levorotatory (l-) compounds
rotate plane-polarized light to the left (counterclockwise) labelled (-)
41
how is d- vs l- determined
EXPERIMENTALLY!!! it can NOT be determined from a molecules structure it is NOT related to a molecules absolute configuration (R vs S)
42
specific rotation formula
43
standard concentration and path length for determining optical activity
concentration = 1 g/ml path length = 1 dm (10 cm)
44
racemic mixture
a mixture with equal concentrations of + and - enantiomers no optical activity is observed (they “cancel” each other out) will NOT rotate plane polarized light
45
diastereomers
chiral molecules which have the same connectivity but are NOT mirror images of each other must have multiple chiral centers (and differ at some but not all) have different chemical properties
46
number of possible stereoisomers | for a molecule with n chiral centers
a molecule with n chiral centers has **2^n** stereoisomers ex. I and II are enantiomers, III and IV are enantiomers, the other pairs are diastereomers of one another
47
cis-trans isomers (geometric isomers)
a subtype of diastereomers substituents differ in their position around an immovable bond (ex. double bond) or a ring cis: substituents are on the same side of the bond/ring trans: substituents are on the opposite side of the bond/ring
48
nomenclature used for polysubstitued double bonds
E / Z
49
meso compounds
molecules that have _chiral centers_ but are NOT optically active due to a **plane of symmetry** within the molecule it IS superimposable on its mirror image
50
configuration
refers to the spatial arrangement of the atoms or groups in a molecule
51
relative configuration | of a chiral molecule
a chiral molecules configuration in relation to another chiral molecule used to determine whether molecules are enantiomers, diastereomers, or the same molecule
52
absolute configuration | of a chiral molecul
describes the exact sptial arrangement of the atoms or groups in a chiral molecule, independent of other molecules
53
when is cis-trans used, and when is E/Z used
cis-trans: when there are only 2 substituents other than H E/Z: when therea re 3 or more substituents other than H | check...
54
(E) and (Z) nomenclature is used for ....
compounds with polysubstituted double bonds (multiple substituents that are not just hydrogen)
55
how to determine (E) vs (Z) form
1. find the groups with the highest priority on each side of the double bond 2. (Z) if both are on the same side; (E) if both are on oppsite sides
56
absolute configuration: R and S forms (STEPS)
step 1: assign priority (by atomic number) to 4 substituents surrounding the chiral center step 2: if the lowest priority group is on a dash, go directly to step 3; if the lowest priority group is on a wedge, the answer is the OPPOSITE of step 3 step 3: draw a circle connecting substituents 1→3 (clockwise = R, counterclockwise = S)
57
Fischer projections
a method to represent 3D molecules horizontal lines represent wedges (out of the page) vertical lines represent dashes (into the page)