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1
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2
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- After this chapter you should be able to:
- Describe bonding in alkenes
- Describe and name isomers using cis-trans and Z,E systems
- Calculate stability of alkenes
- Describe electrophilic addition and predict products using
Markovnikov’s rule
- Know relative stability of carbocation and use stability to predict
products
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3
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- Alkenes = olefin = unsaturated
- sp2 hybridization = trigonal planar carbons
- Overlapping p-orbitals form p bonds
- p bonds can NOT rotate without breaking
- Cis-trans isomerism possible
- Interactions occur across multiple alternating double bonds systems
through resonance
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4
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- CnH2n+2 for alkane
- How many fewer pairs of hydrogens
- Other considerations
- Add halogens to hydrogens
- Ignore the Oxygens
- Subtract Nitrogens from hydrogens
- Number of Double Bonds + Rings
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5
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6
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7
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- Number longest continuous carbon chain that contains the double bond
beginning with end closest to double bond.
- Indicate the position of the double bond with a number-
- Drop ane ending and use –ene suffix
- As a substituent group the double bond takes precedence over substituent
groups in numbering.
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8
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9
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10
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11
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12
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13
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- For poly-enes use position numbers for each double bond and use suffix…
- Start numbering from end with lowest numbered double bond.
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14
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15
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- For cycloalkenes
- Numbering begins with double bond
- Lowest number to substituent groups
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16
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17
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- No free rotation about double bond can occur without breaking p bond
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18
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- More general than cis-trans
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19
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- Consider carbons of double bond separately
- Rank atoms attached to each carbon by atomic weight with larger having
higher priority
- For chains move further down attached chains until atomic weight
difference can distinguish priority
- Multiple bonds count as if two atoms are attached.
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20
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21
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22
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- Cis-trans isomers can interconvert upon treatment with strong acid
- Given that the equilibrium mixture is 76% trans calculate the energy
difference between the two states. DG= -RT lnK
- DG= -8.314J/Kmol x 298K x ln(24/76)
- DG= -2.86kJ/mol
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23
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- Relative stability of cis-trans isomers can also be found by the
difference in heats of combustion of the two isomers.
- -2682.2 -(- 2685.5) = 3.3kJ/mol
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24
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25
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- The stability of intermediates of addition reactions are stabilized by
hyperconjugation
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26
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- Markovnikov’s Rule:
- “Them as has, gets.” (From Huck Finn)
- The carbon with the most hydrogens gets the hydrogen.
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27
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- The most highly substituted carbon can stabilize the carbocation to the
largest degree.
- Partly because of inductive effect
- Direct attraction of electrons from adjacent carbons
- Partly because of hyperconjugation.
- The more hydrogens attached to adjacent carbons, the greater number of
hyperconjugation possibilities with the vacant p orbital
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28
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29
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- The structure of a transition state (activated complex) resembles the
structure of the nearest stable species.
- Transition state for endergonic steps resemble products
- Transition state for exergonic step resembles reactant
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30
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31
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32
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33
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34
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35
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- Driven by more stable carbocation.
- Carbocation Rearrangement
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36
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- After this chapter you should be able to:
- Describe bonding in alkenes
- Describe and name isomers using cis-trans and Z,E systems
- Calculate stability of alkenes
- Describe electrophilic addition and predict products using
Markovnikov’s rule
- Know relative stability of carbocation and use stability to predict
products
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