2023
DOI: 10.3390/molecules28052369
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Extraction of Gallic Acid and Ferulic Acid for Application in Hair Supplements

Abstract: Food supplements based on antioxidants and vitamins are often prescribed to correct inefficiencies in the human diet and delay diseases such as premature aging and alopecia (temporary or permanent hair loss), given the free radical scavenging activity of these biomolecules. By reducing the concentration of reactive oxygen species (ROS), which promote abnormal hair follicle cycling and morphology, follicle inflammation and oxidative stress are reduced, minimising the effects of these health issues. Gallic acid … Show more

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Cited by 7 publications
(17 citation statements)
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“…For each p K a value, a proton (H + ) can be donated to its surroundings, thus leading to different charged stages of the solute. The ratio between two successive stages of the solute can be determined for a given value of the phase’s pH, using eq false[ S q 0 ( i 1 ) false] false[ S q 0 i false] = 10 normalp normalH φ normalp K a i where S stands for the solute, q 0 is the initial electrical charge at pH = 0, pH φ denotes the pH of phase φ, and p K a i is the p K a relative to the stage i . The index i ranges from 0 to the maximum number of protons the species can donate, i.e., the number of dissociation constants.…”
Section: Methodsmentioning
confidence: 99%
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“…For each p K a value, a proton (H + ) can be donated to its surroundings, thus leading to different charged stages of the solute. The ratio between two successive stages of the solute can be determined for a given value of the phase’s pH, using eq false[ S q 0 ( i 1 ) false] false[ S q 0 i false] = 10 normalp normalH φ normalp K a i where S stands for the solute, q 0 is the initial electrical charge at pH = 0, pH φ denotes the pH of phase φ, and p K a i is the p K a relative to the stage i . The index i ranges from 0 to the maximum number of protons the species can donate, i.e., the number of dissociation constants.…”
Section: Methodsmentioning
confidence: 99%
“…The mean electrical charge q ̅ of a solution can be calculated by relating the relative abundances of each charged stage of the solute and their respective electrical charge, applying eqs and . = i = 1 i max ( x S q 0 ( i 1 ) · false( q 0 ( i 1 ) false) ) + ( 1 i = 1 i max ( x S q 0 ( i 1 ) ) ) · ( q 0 i max ) x S q 0 false( i 1 false) = false[ S q 0 ( i 1 ) false] false[ S q 0 i false] ( [ S q 0…”
Section: Methodsmentioning
confidence: 99%
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“…Given that this specific phenolic compound may present acidic behavior under certain pH conditions, the relative abundance of a certain acidic stage with respect to its conjugate base was calculated using eq 2. 37 A A 10…”
Section: Apparatus and Experimentalmentioning
confidence: 99%
“…To ease comparison, the measured UV−vis absorbance was normalized to reduce the effect of dilution by the pH adjusters (NaOH or CH 3 COOH) on the absorbance spectrum using eq 5. 37 A…”
Section: Apparatus and Experimentalmentioning
confidence: 99%