Acetaminophen Radicals

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The Ab-initio computation of the acetaminophen radical. The goal of this project is to elucidate where electrons are located on the molecule when a radicalization occurs.

Background

Acetaminophen(APAP) is an active ingredient in many over-the-counter and prescription painkillers, such as Tylenol and Oxycodone. APAP is also responsible for approximately 50% of the cases of acute liver-failure in the United States and Great Britain. Treatments for acetaminophen-induced liver injury(AILI) are limited. The current mechanism for AILI is the production of hepatotoxic NAPQI as a metabolite in an enzymatic, two-electron oxidation. However, evidence also supports a one electron oxidation.

Web MO/Gaussian

Web MO/Gaussian is a software containing various basis sets that allow for various levels of computational chemistry.

B3YLP/6-311+G(2d,p)

After running a calculation on Web MO/Gaussian, the following results were reported.

Results of a geometry optimization of the radicalized acetaminophen ran using B3YLP/6-311+G(2d,p) basis set
This molecule is an acetaminophen radical. The hydrogen bond was eliminated off of the phenoxy.
Electron Density map: the green/blue areas are the electron dense areas; the electrons spend the most time here
WINSIM ESR simulation showing the evidence of a radical on the molecule

Analysis

Radical Location

As seen on the electron density map above, the radical spends a lot of time at the ortho positions. To aid with this, the possible resonance structures are shown below.

Screen Shot 2021-04-15 at 4.11.10 PM.png

Knowing this information is important because it helps with predicting which dimer products will form. Certain dimers may be biologically active, which could play a role in hepatotoxicity.

ΔHf Calculations

Below are the calculations of the ΔHf for the formation of a radical of the phenoxyl in acetaminophen. The values listed in Hartree were found doing geometry optimizations using B3LYP/6-311+G(2d,p) basis sets.

ΔHrxn = ΔHf(Products) - ΔHf(Reactants)
ΔHrxn = ΔHf(-OH•) - Hf(-OH)
ΔHrxn = (-515.01158420 Hartree) - (-515.480291398 Hartree)
ΔHrxn = 0.468707198 Hartree = 1230.59084209 kJ/mol

Cites

https://ehp.niehs.nih.gov/doi/pdf/10.1289/ehp.8564127