Drug analysis (2) Flashcards

1
Q

Some causes for deviation from the Beer-Lambert law

Sample

A
  • Contamination
  • Precipitation
  • Degradation (photolysis)
  • Fluorescence
  • Tautomerisation
  • pH effects
  • Temperature
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2
Q

Some causes for deviation from the Beer-Lambert law

Other

A
  • Stray light
  • Non-monochromatic light source
  • Mismatched cells
  • Sensitivity A-0.002
  • Solvent absorption
  • NB- Must establish the validity of the Beer-Lambert law for each drug under the measurement conditions to be used over an appropriate concentration range => calibration curves
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3
Q

Calibration curves

A
  • Use at least 5 standard solutions spanning the working concentration range
  • Measure in duplicate in a matched pair cells against the solvent as reference
  • Ideal absorbance range optimum for a modern spectrophotometer: 0.1-1.0
  • Exceptionally this can be pushed up to an absorbance 1.5
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4
Q

Instrumentation- single-beam spectrophotometers

A
  • Intense source of UV light (Deuterium or hydrogen lamp)
  • Prism of diffraction grating monochromator
  • Capable of high precision (0.1-1.0 abs.unit)
  • Used for absorbance determination at a fixed wavelength, not to obtain a spectrum
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5
Q

Instrumentation: double-beam spectrophotometers

A
  • Similar to single beam instrument but
    • Radiation split into 2 beams by rotating merror
    • One beam passes through the sample
    • The other beam passes through the reference cell
    • The 2 beams are compared to give the absorbance suitable for fixed wavelength readings and whole spectra
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6
Q

Spectral bandwidth

A
  • In some assays the minimum desirable resolution must be specified since changes in the spectral bandwidth (or monochromator slit width) can effect the absorbance of sharp peaks
  • The BP (1980)- the spectral bandwidth used should be such that further reduction does not give an increase in absorbance
  • Important for drugs having aromatic or strongly conjugated systems e.g. diphenhydramine and phenoxymethylpenicillin
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7
Q

Stray light

A
  • Increase with instrument age
  • Needs to be checked
  • BP (1980)- absorbance at 200nm of a 1.2% w/v KCl aq must be >2 absorbance units relative to water as a reference
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8
Q

Quantitative applications

A

Pharmacological applications

  • Single drugs
  • Mixtures of drugs
  • Colourimetric methods
  • Tablet dissolution
  • Limit tests for impurities
  • Assays for bulk drugs or extracts

Other applications- physicochemical measurements

  • pKa
  • Velocity constants in enzymatic reactions
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9
Q

Single component systems

A
  • Single component systems
    • Establish linear range for compliance with the Beer-Lambert law using the centre of a broad maximum (calibration curve)
    • Adjust the drug concentration within the optimum instrument range
    • Measure the sample under identical conditions to the reference
  • Problem- non-specific absorbance =>
    • Difference spectrophotometry
    • Second derivative spectrophotometry
    • Chemical or physical transformation of the drug to shift the lambda max to a longer wavelength
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10
Q

Multicomponent systems

A
  • The absorption spectra often overlap
  • If the components obey the Beer-Lambert law and the law of additivity of absorbance applies then (see equation)
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11
Q

Multicomponent systems

A
  • Simultaneous equations (one per component)
  • Need
    • Accurate absorptivity values
    • Non-overlapping lambda max regions for the components
    • The errors are very great for similar components
    • Make derivatives for coulourimtric analysis
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12
Q

Derivative for colourimetric analysis

A

*

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13
Q

Derivative spectroscopy

A
  • The absorbance (A) of a sample is differentiated with respect to wavelength (lambda) by computer
    • Zero order- A=f(lambda)
    • 1st derivative- dA/d(lambda)= f(lambda)
    • 2nd derivative- dA2/d(lambda)2= f(lambda)
  • Subtle changes of gradient in the normal spectrum (zero order) are observed as distinctive bipolar features
  • Broad bands are suppressed relatice to sharp bands
    • Increases with increasing order of differentiation
    • This give selective rejection of broad additive spectral interferences such as rayleighs scattering
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14
Q

Derivative spectroscopy

A
  • First derivative
    • Represents the gradient at all points
    • Can locate ‘hidden’ peaks (dA/d(lambda)= 0 at peak maxima
  • Even-order derivatives
    • The bipolar function of the alternating sign at the centroid (2nd- 4th+)
    • Centroid coincides with the original peak maximum
    • Centroid peak with decreases with increasing order of differentiation (useful for resolution of overlapping peaks)
    • Satellite peaks become increasingly complex
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15
Q

Example 1

A
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16
Q

Example 2

A
17
Q

Fluorescence spectrophotometry

A
  • Very sensitive- better than absorption spectrophotometry (Io/I difficult at low concentrations)
  • Measured against a dark background
  • Selective- fluorescent drugs and their metabolites may be analysed more readily than by conventional spectrophotometry
  • Format
    • Scan Lambdaemmisions at fixed Lambdaexcitation
    • Scan Lambdaexcitation at fixed Lambdaemmision
    • Scan Lambdaexcitation and Lambdaemmision synchoronously
18
Q

Fluorescence spectrophotometry

Signal intensity

A
  • Generally more sensitive to the environment than absorbance measurements
  • The signal intensity may be affected by
    • pH (ionisable groups)
    • Temperature (T, increased collisional quenching- use a thermostat)
    • Quenching (formation of complexes between the sample and another species
    • Interfering substances- often limiting in the analysis of biological samples; can be reduced by pre-treatment of the sample, use pure solvents, clean glassware
    • Solvents
    • Interference from Rayleigh and Raman scattering
19
Q

Quantitative applications of fluorescence spectrophotometry

In dilute solution

A
  • The total absorbance of the system (Epliso b c) must not exceed 0.005 absorbance units
  • At high drug concentrations, ground-state molecules may absorb the fluorescence emitted by excited molecules
    • => negative deviations from linearity