Textbook Question
Draw the structure and give the molecular formula for each of the following compounds.
a. 1-ethyl-3-methylcycloheptane
b. isobutylcyclohexane
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Ch.3 - Structure and Stereochemistry of Alkanes
Wade9th EditionOrganic ChemistryISBN: 9780135213728
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Table of contents
- Ch.1 - Structure and Bonding107
- Ch. 2 - Acids and Bases; Functional Groups115
- Ch.3 - Structure and Stereochemistry of Alkanes100
- Ch.4 - The Study of Chemical Reactions99
- Ch.5 - Stereochemistry93
- Ch.6 - Alkyl Halides; Nucleophilic Substitution118
- Ch. 7 - Structure and Synthesis of Alkenes; Elimination158
- Ch.8 - Reactions of Alkenes171
- Ch.9 - Alkynes91
- Ch.10 - Structure and Synthesis of Alcohols143
- Ch.11 - Reactions of Alcohols104
- Ch. 12 - Infrared Spectroscopy and Mass Spectrometry22
- Ch. 13 - Nuclear Magnetic Resonance Spectroscopy45
- Ch. 14 - Ethers, Epoxides, and Thioethers72
- Ch. 15 - Conjugated Systems, Orbital Symmetry, and Ultraviolet Spectroscopy89
- Ch. 16 - Aromatic Compounds74
- Ch. 17 - Reactions of Aromatic Compounds126
- Ch. 18 - Ketones and Aldehydes193
- Ch. 19 - Amines129
- Ch. 20 - Carboxylic Acids77
- Ch. 21 - Carboxylic Acid Derivatives141
- Ch. 22 - Condensations and Alpha Substitutions of Carbonyl Compounds175
- Ch. 23 - Carbohydrates and Nucleic Acids93
- Ch. 24 - Amino Acids, Peptides, and Proteins54
Chapter 3, Problem 13
Draw a graph, similar to Figure 3-11, of the torsional energy of 2-methylbutane as it rotates about the C2—C3 bond.
Verified step by step guidance1
Step 1: Understand the concept of torsional energy. Torsional energy arises due to the rotation around a bond, leading to different conformations with varying energy levels. In this case, the rotation is around the C2—C3 bond in 2-methylbutane.
Step 2: Analyze the provided graph (Figure 3-11). The graph shows the torsional energy changes as the molecule rotates around a bond, with specific conformations labeled (e.g., totally eclipsed, gauche, anti, etc.). The energy peaks correspond to eclipsed conformations, while valleys correspond to staggered conformations.
Step 3: Identify the key conformations for 2-methylbutane. Similar to the graph for butane, the conformations include totally eclipsed (highest energy), gauche (intermediate energy), anti (lowest energy), and eclipsed (higher energy but less than totally eclipsed). The substituents on the C2 and C3 carbons (CH3 and H groups) will influence the energy levels.
Step 4: Sketch the graph. Start by plotting the x-axis as the dihedral angle (θ) from 0° to 360° and the y-axis as the potential energy. Mark the energy peaks at 0° and 360° for the totally eclipsed conformation, intermediate peaks at 120° and 240° for eclipsed conformations, and valleys at 60° and 300° for gauche conformations, with the lowest valley at 180° for the anti conformation.
Step 5: Label the graph. Indicate the conformations (totally eclipsed, gauche, anti, eclipsed) at their respective angles and energy levels. Ensure the energy values are consistent with the substituent interactions in 2-methylbutane, similar to the pattern shown in Figure 3-11.
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Key Concepts
Here are the essential concepts you must grasp in order to answer the question correctly.
Torsional Strain
Torsional strain arises from the repulsion between electron clouds in eclipsed conformations of a molecule. In the case of 2-methylbutane, as it rotates around the C2—C3 bond, the energy changes due to the varying degrees of overlap between the hydrogen atoms. This strain is a key factor in determining the stability of different conformations.
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Conformational Analysis
Conformational analysis involves studying the different spatial arrangements of a molecule that can be interconverted by rotation around single bonds. For 2-methylbutane, this analysis helps identify the most stable conformations (like anti and gauche) and the energy barriers between them, which are illustrated in the torsional energy graph.
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Potential Energy Diagram
A potential energy diagram visually represents the energy changes of a molecule as it undergoes conformational changes. In the case of 2-methylbutane, the graph shows energy minima and maxima corresponding to different conformations, allowing for a clear understanding of the stability and energy costs associated with each conformation during rotation about the C2—C3 bond.
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Related Practice
Textbook Question
Draw Newman projections of the following molecules viewed from the direction of the blue arrows.
(b)
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Textbook Question
Draw a graph, similar to Figure 3-9, of the torsional strain of 2-methylpropane as it rotates about the bond between C1 and C2. Show the dihedral angle and draw a Newman projection for each staggered and eclipsed conformation.
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Textbook Question
Draw a perspective representation of the most stable conformation of 3-methylhexane.
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Textbook Question
Draw Newman projections of the following molecules viewed from the direction of the blue arrows.
(c)
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Textbook Question
Give IUPAC names for the following compounds.
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