As described in the text, the \(\mathrm{pK}_{\mathrm{a}}\) values of Asp \(^{85}\) and \(\mathrm{Asp}^{96}\) of bacteriorhodopsin are shifted to high values (more than 11 ) because of the hydrophobic environment surrounding these residues. Why is this so? What would you expect the dissociation behavior of aspartate carboxyl groups to be in a hydrophobic environment?

Short Answer

Expert verified
The \( \mathrm{pK}_{\mathrm{a}} \) values are shifted higher for these residues because in the hydrophobic environment, the carboxyl groups of Asp85 and Asp96 are less likely to lose a proton and ionize due to the undesirable increase in polarity this would cause in such environment. Therefore, the carboxyl group tends to hold onto its proton more tightly, making it less acidic and thus shifting the \( \mathrm{pK}_{\mathrm{a}} \) value higher.

Step by step solution

01

Understanding \( \mathrm{pK}_{\mathrm{a}} \) Values

The \( \mathrm{pK}_{\mathrm{a}} \) value is a measure of the strength of an acid in solution. It is the negative base 10 logarithm of the acid dissociation constant of a solution. It provides a quantitative means of describing the affinity of an ionizable group (such as the carboxyl groups of Asp85 and Asp96) for a proton. A higher \( \mathrm{pK}_{\mathrm{a}} \) value indicates that an acid is less likely to donate a proton.
02

Role of Hydrophobic Environment

In a hydrophobic environment, polar or ionizable groups, like the carboxyl groups of Asp85 and Asp96, are less favourable due their ability to form hydrogen bonding or ionic interactions with water. This makes it less likely for these groups to lose a proton and thereby become negatively charged (which would increase their polarity).
03

Effect on \( \mathrm{pK}_{\mathrm{a}} \) Values

As a result of being in a hydrophobic environment, the carboxyl groups of Asp85 and Asp96 are less likely to lose a proton (and thereby, less likely to ionize). This shifts their \( \mathrm{pK}_{\mathrm{a}} \) values to higher than expected optimal values (more than 11), because it is harder for these groups to ionize (i.e., to lose a proton), which is reflected in the higher \( \mathrm{pK}_{\mathrm{a}} \)

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Key Concepts

These are the key concepts you need to understand to accurately answer the question.

Acid Dissociation Constant
The acid dissociation constant, known as Ka, is a quantitative measure of the propensity of a given acid to donate a proton, or hydrogen ion (H+), during a chemical reaction. It's expressed in a logarithmic scale as the pKa value, where pKa = -log(Ka). Lower pKa values indicate stronger acids, as they readily donate protons, while higher pKa values correspond to weaker acids, which hold onto their protons more tenaciously.

In biochemistry, understanding pKa values is crucial as they inform us about the protonation status of functional groups within molecules at different pH levels. This is particularly important within proteins where the protonation state can drastically affect both protein stability and function. For example, the pKa values of amino acid side chains can be used to predict the ionization state of these groups in different environments, which is essential for understanding enzyme catalysis and protein-ligand interactions.
Hydrophobic Environment Effects
Protein structure often forces certain residues, such as aspartate, to reside within hydrophobic environments. In these nonpolar surroundings, typically found within the interior of proteins, aspartate residues cannot interact readily with water molecules. Because of this, their carboxyl groups have reduced access to the medium which would normally facilitate the donation of protons (H+), an essential aspect of their ionization.

The absence of water molecules, therefore, increases the likelihood of the carboxyl groups retaining their protons, because there's no alternative 'acceptor' for the proton. This effectively raises the pKa value; it requires a higher and more basic pH to induce ionization. This phenomenon highlights the critical role the environment plays on the chemical properties of amino acids within a protein. Such changes can have profound effects on protein folding, stability, and intermolecular interactions.
Aspartate Residue Properties
Aspartate, an amino acid denoted as Asp, is characterized by its side chain carboxylate group (-COO-), which is capable of donating a proton and hence is acidic in nature. The typical pKa value for a carboxyl group of aspartate in an aqueous solution, such as cytosol, hovers around 3.9, meaning it tends to be deprotonated and negatively charged at physiological pH (approximately 7.4).

However, when aspartate resides in hydrophobic regions within proteins, as it is with Asp85 and Asp96 in bacteriorhodopsin, the environmental factors push the pKa to unusually high levels, such as over 11. This is because the lack of stabilizing polar interactions in these regions makes it energetically unfavorable for aspartate to shed its proton. Therefore, within hydrophobic regions, aspartate behaves differently compared to its behavior in aqueous, polar environments.
Protein Structure and Function
Proteins and their structures are finely tuned to perform their biological functions. Each amino acid, including aspartate, contributes to the protein's overall shape and activity through its unique chemical properties. The positioning of specific residues within hydrophobic or hydrophilic environments can dictate how the protein interacts with other molecules and how it behaves under physiological conditions.

For instance, changes in the pKa values of certain residues can affect the charge distribution within the protein, which in turn can influence how the protein folds or how it participates in biochemical pathways. Enzymes, which are proteins that act as biological catalysts, rely on the precise placement and ionization of their amino acids to stabilize transition states and turn substrates into products. Therefore, an amino acid like aspartate can play a pivotal role in catalysis or structural integrity based on its environment within the protein and its inherent properties.

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Most popular questions from this chapter

The purple patches of the Halobacterium halobium membrane, which contain the protein bacteriorhodopsin, are approximately \(75 \%\) protein and \(25 \%\) lipid. If the protein molecular weight is 26,000 and an average phospholipid has a molecular weight of 800 , calculate the phospholipid-to-protein mole ratio.

In the description of the mechanism of proton transport by bacteriorhodopsin, we find that light-driven conformation changes promote transmembrane proton transport. Suggest at least one reason for this behavior. In molecular terms, how could a conformation change facilitate proton transport?

Sucrose gradients for separation of membrane proteins must be able to separate proteins and protein-lipid complexes having a wide range of densities, typically 1.00 to \(1.35 \mathrm{g} / \mathrm{mL}\) a. Consult reference books (such as the CRC Handbook of Biochemistry \()\) and plot the density of sucrose solutions versus percent sucrose by weight (g sucrose per 100 g solution), and versus percent by volume (g sucrose per \(100 \mathrm{mL}\) solution). Why is one plot linear and the other plot curved? b. What would be a suitable range of sucrose concentrations for separation of three membrane-derived protein-lipid complexes with densities of \(1.03,1.07,\) and \(1.08 \mathrm{g} / \mathrm{mL} ?\)

As described in this chapter, proline introduces kinks in transmembrane \(\alpha\) -helices. What are the molecular details of the kink, and why does it form? A good reference for this question is von Heijne, G. 1991\. Proline kinks in transmembrane \(\alpha\) -helices. Journal of Molecular Biology \(218: 499-503 .\) Another is Barlow, D. \(\mathrm{J}\)., and Thornton, J. M., \(1988 .\) Helix geometry in proteins. Journal of Molecular Biology \(201: 601-619\)

Consider a phospholipid vesicle containing \(10 \mathrm{m} M \mathrm{Na}^{+}\) ions. The vesicle is bathed in a solution that contains \(52 \mathrm{mM} \mathrm{Na}^{+}\) ions, and the electrical potential difference across the vesicle membrane \(\Delta \psi=\psi_{\text {outside }}-\psi_{\text {inside }}=-30 \mathrm{mV} .\) What is the electrochemical potential at \(25^{\circ} \mathrm{C}\) for \(\mathrm{Na}^{+}\) ions?

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