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Introduction to Chemometrics

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Title: Introduction to Chemometrics


1
RECENT TRENDS IN QUALITY ASSURANCE
TECHNIQUESCHEMOMETRICS
  • MS.SHEVANTE T.B
  • M.PHARM(QAT)
  • V.I.P.E.R
  • GUIDED BY-DR.MR.GADHAVE M.V

2
  • CONTENTS
  • INTRODUCTION
  • VARIOUS TECHNIQUES
  • AREA OF APPLICATION
  • SPECTROSCOPISTS REQUIREMENTS FOR CHEMOMETRICS
  • PROCESS ANALYSIS
  • MULTIVARIATE DATA ANALYSIS
  • ADVANTAGES OF MULTIVARIANT DATA ANALYSIS
  • PROCESS ANALYTICAL TECHNOLOGY (PAT) AND QUALITY
    BY DESIGN (QBD)
  • USES OF MULTIVARIATE ANALYSIS METHODS
  • CONCLUSION
  • REFERENCES

3
  • INTRODUCTION
  • Introduced by Svante Wold 4 and Bruce R.
    Kowalski in the early 1970s
  • A reasonable definition of chemometrics remains
    as how do we get chemical relevant information
    out of measured chemical data, how do we
    represent and display this information, and how
    do we get such information into data? as
    mentioned by Wold .
  • Chemometricians have applied the well-known
    approaches of multivariate calibration, chemical
    resolution, and pattern recognition for
    analytical studies.
  • Chemometrics is the use of mathematical and
    statistical methods to improve the understanding
    of chemical information and to correlate quality
    parameters or physical properties to analytical
    instrument data.

4
  • WHITE, BLACK, AND GRAY SYSTEMS
  • Mixture samples commonly encountered in
    analytical chemistry fall into three categories,
    which are known collectively as the
    white--grayblack multi-component system.

SYSTEM DESCRIPTION
White All spectra of the component chemical species in the sample, as well as the impurities are available.
Black no a priori information regarding the chemical composition
Grey No complete knowledge is available for the chemical composition or spectral information
5
  • Various techniques
  • Partial Least Squares (PLS) ,
  • Soft Independent Modeling of Class Analogy
    (SIMCA)
  • Methods Based on Factor Analysis,
  • Principal-component Regression (PCR)
  • Target Factor Analysis (TFA)
  • Evolving Factor Analysis (EFA)
  • Rank Annihilation Factor Analysis (RAFA)
  • Window Factor Analysis (WFA)
  • Heuristic Evolving Latent Projection (HELP)
  • Artificial Neural Network.
  • Multiplicative scatter Correction.

6
  • PARTIAL LEAST SQUARES REGRESSION (PLS REGRESSION)
  • It is a statistical method that bears some
    relation to principal component regression
    instead of finding hyperplanes of maximum
    variance between the response and independent
    variables, it finds a linear regression model by
    projecting the predicted variables and the
    observable variables to a new space.
  • SOFT INDEPENDENT MODELLING BY CLASS ANALOGY
    (SIMCA)
  • It is a statistical method for supervised
    classification of data.
  • PRINCIPAL COMPONENT REGRESSION (PCR)
  • It is a regression analysis technique that is
    based on Principal component analysis(PCA).
  • Principal component analysis (PCA) is a
    statistical procedure that uses an orthogonal
    transformation to convert a set of observations
    of possibly correlated variables into a set of
    values of linerly uncorrelated variables called
    principal components.
  • FACTOR ANALYSIS
  • It is a statistical method used to describe
    variability among observed, correlated variables
    in terms of a potentially lower number of
    unobserved variables called factors.

7
  • RANK ANNIHILATION FACTOR ANALYSIS (RAFA)
  • It is used to analyze difference spectra of
    kinetic-spectrophotometric data. Annihilation of
    the contribution of one chemical component from
    the original data matrix is a general method in
    RAFA
  • WINDOW FACTOR ANALYSIS (WFA)
  • It is a self-modeling method for extracting the
    concentration profiles of individual components
    from evolutionary processes such as flow
    injection, chromatography, titrations and
    reaction kinetics.
  • HEURISTIC EVOLVING LATENT PROJECTION(HELP)
  • It is new method to resolve two way bilinear
    multi component data into spectra chromatograms
    of pure constituents.
  • EVOLVING FACTOR ANALYSIS (EFA)
  • It is a recently developed method for a
    completely model-free resolution of overlapping
    peaks into concentration profiles and absorption
    spectra

8
Mathematics
Mathematics
Organic
Organic
Chemistry
Chemistry
Statistics
Statistics
Biology
Biology
Analytical
Analytical
Computing
Industrial
Applications
Computing
Industrial
Applications
CHEMOMETRICS
CHEMOMETRICS
Chemistry
Chemistry
among others
among others
p
Theoretical
Theoretical
Pharmaceuticals
Engineering
Engineering
and Physical
and Physical
Chemistry
Chemistry
9
  • AREA OF APPLICATION
  • Spectroscopy analyzing spectroscopic data
  • Demonstrates the basic principles underlying the
    use of common experimental, chemometric, and
    statistical tools.
  • Emphasis has been given to problem-solving
    applications and the proper use and
    interpretation of data used for scientific
    research.
  • Useful for analysts in their daily problem
    solving, as well as detailed insights into
    subjects often considered difficult to thoroughly
    grasp by non-specialists.
  • Provides mathematical proofs and derivations for
    the student or rigorously-minded specialist.
  • Multivariate analysis.

10
  • Chemometric analysis for spectroscopy
    mathematical and statistical methods to improve
    the understanding of chemical information and to
    correlate quality parameters or physical
    properties to analytical instrument data
  • Patterns in the data are modeled these models
    can then be routinely applied to future data in
    order to predict the same quality parameters.
  • The result of the chemometrics approach is
    gaining efficiency in assessing product quality.
    It can lead to more efficient laboratory
    practices or automated quality control systems.
    The only requirements are an appropriate
    instrument and software to interpret the patterns
    in the data.
  • Efficient ways to solve the calibration
  • Problem for analysis of spectral data
  • Spectroscopists use software packages for data
    analysis, modeling,classification and prediction
  • An essential part in the modern chemical and
    biomedical industries

11
  • The science of chemometrics gives spectroscopists
    many efficient ways to solve the calibration
    problem for analysis of spectral data.
  • Chemometrics can be used to enhance methods
    development and make routine use of statistical
    models for data analysis.
  • Spectroscopists use software packages like The
    Unscrambler for spectroscopic data analysis,
    modeling, classification and prediction to meet
    process monitoring and quality assurance needs.
  • SPECTROSCOPISTS REQUIREMENTS FOR CHEMOMETRICS
  • Proper application of spectroscopic data
    pre-processing, to reduce and correct
    interferences such as overlapped bands,baseline
    drifts, scattering, and pathlength variation.

12
  • Figure shows NIR spectra of wheat samples that
    scatter effect is severe due to packing and size
    variation.
  • Multiplicative Scatter Correction (MSC)
    pretreatment is recommended to build reliable
    relationship between wheat protein content and
    spectral data, for scatter correction.

NIR spectra 1000-2500 nm of wheat samples.
13
  • Strong calibration and diagnostics means of
    sample selection and variable selection,
    statistic result calculation to build
    representative and reliable models.
  • Model validation and integration means to supply
    rigorous prediction,
  • measurement QC and real-time product quality and
    process monitoring.
  • Spectroscopists need to use the following methods
    within a chemometrics software package to
    explore their data
  • Principal Component Analysis (PCA)
  • Regression (PLS, PCR, MLR, 3-way PLS) and
    Prediction
  • SIMCA and PLS-DA Classification
  • Design of Experiments
  • ANOVA and Response Surface Methodology
  • Multivariate Curve Resolution (MCR)
  • Clustering (K-Means)

14
  • PROCESS ANALYSIS
  • Understanding and managing processes is vital in
    any manufacturing or company. In many cases,
    those processes can be complex, with a large
    number of variables potentially affecting the
    outcome.
  • Most manufacturers rely on traditional
    Statistical Process Control (SPC) software which
    uses univariate statistical analysis such as
    mean, median, standard deviation etc.
  • Unfortunately, univariate statistics often miss
    the underlying patterns in process data. This is
    where advanced Multivariate Statistical Process
    Control (MSPC) can give manufacturers and
    engineers an edge.

15
  • MULTIVARIATE DATA ANALYSIS
  • Multivariate data analysis is an advanced
    statistical approach which identifies all of
    the critical variables and underlying patterns in
    a data set.
  • Importantly, it also shows the relationships
    between variables and how they impact on each
    other essential when trying to understand
    complex process behavior.
  • Multivariate Statistical Process Control (MSPC)
    applies these powerful methods to process and
    manufacturing data, giving you a better
    understanding and control over your processes.

16
  • ADVANTAGES OF MULTIVARIATE STATISTICAL PROCESS
    CONTROL OVER TRADITIONAL SPC
  • Less control charts less margin for error-MSPC
    simplifies the job of process operators by
    showing all process variables, including
    relationships which cannot be detected with
    univariate statistics, on just one or two control
    charts. This removes the need for control charts
    for every individual variable.
  • See the full picture and find underlying patterns
    in data-Multivariate analysis cuts through data
    to show which process parameters are interacting
    with each other and crucially, which are related
    to defects. MSPC also helps you identify which
    defects are related and which are diametrically
    opposed to each other.
  • Make process improvements based on deeper
    understanding of process
  • behavior-Many manufacturers try new strategies
    to resolve or improve processes, only to find the
    adjustments create unforeseen problems elsewhere.
    MSPC helps you understand the interaction between
    variables, allowing you to model and predict the
    effect of a new strategy before implementing it.

17
  • BENEFITS OF MULTIVARIATE PROCESS MONITORING AND
    CONTROL FOR INDUSTRY
  • Reduce problems during scale-up from RD to
    production-
  • Accelerate pilot plant activities and optimize
    testing during the development. Problems with raw
    materials or design flaws can be spotted faster
    and easier.
  • Prevent process failures-Reduce production
    problems and failures by identifying drift in a
    process before they become Critical. Enables
    process operators, managers to make informed
    decisions in real-time on the plant floor.
  • Improve product quality-Powerful diagnostics let
    you identify precisely where faults occur so you
    can improve product quality, thereby reducing
    warranty claims and even the risk of recall.
    On-line quality control helps minimize the need
    for expensive and time consuming off-line
    testing.
  • Reduce process costs-Less failures and higher
    quality invariably leads to lower costs through
    reduced waste and scrap, energy, rework, overtime
    etc. Even a small improvement in process
    efficiency can lead to a noticeable improvement
    on the bottom line.

18
  • Optimize processes-
  • A better understanding of process behavior
    enables on-going process optimization programs,
    improved productivity and increased operational
    efficiency. MSPC gives you deeper insights and
    visibility so you can reduce variations and
    forecast more accurately.
  • Reduce time to market-
  • Enhance process and quality improvement programs
    on individual production lines and across sites.
    Knowledge transfer and more efficient processes
    can lead to significant operational improvements,
    so you get your products to market faster and at
    lower cost.
  • Increase overall equipment efficiency (OEE)-
  • Pinpoint anomalies in equipment performance to
    help increase uptime, reduce unscheduled
    maintenance, implement corrective and
    preventative action (CAPA) programs and get the
    maximum return on investment in plant and
    machinery.

19
  • PROCESS ANALYTICAL TECHNOLOGY (PAT) AND QUALITY
    BY DESIGN (QBD)
  • PAT involves fundamental changes to working
    practices. It is based on the application of
    sophisticated and high technology process
    analyzers and the development of online
    Multi-Variate Analysis (MVA).
  • Analysis of the process data is a key to
    understand the process and keep it under
    multivariate statistical control.
  • The philosophy behind the Process Analytical
    Technology (PAT) initiative represents a move
    away from traditional product centric
    measurements of quality to a process centric
    focus on quality.
  • This process centric approach to quality may
    start at the early design stages of the process
    (Quality by Design, QbD) so as to have the
    quality built in.
  • It continues throughout the entire life-cycle of
    a product.
  • The measurement of Critical Quality Attributes
    (CQA's) all along the entire process will ensure
    consistent product quality.
  • These quality attributes define the Design Space
    of the process.

20
ICH Q10 approach of PAT
21
QbD- overarching paradiag
22
  • VARIOUS CHEMOMETRIC METHODS ARE APPLIED FOR THE
    ANALYSIS OF COMPLEX DATA IN A NUMBER
    OF APPLICATIONS VIZ.
  • Spectroscopic calibrations
  • Process modeling for optimization
  • Process models for monitoring and fault detection
  • Dynamic model identification for process control
  • Multivariate statistical process control
  • Process analytical instrument standardization
  • Analytical instrument design and development

23
  • USES OF MULTIVARIATE ANALYSIS METHODS
  • CONSUMER AND MARKET RESEARCH
  • -Quality control and quality assurance across a
    range of industries such as food and beverage,
    paint, pharmaceuticals, chemicals, energy,
    telecommunications, etc process optimization and
    process control research and development.
  • EXPLORATORY ANALYSIS
  • -To explore possible outliers and indicate
    whether there are patterns or trends in the data.
  • -PCA is an important part of chemometrics and
    provides the most compact representation of all
    the variation in a data table.
  • -Exploratory algorithms such as principal
    component analysis (PCA) are designed to reduce
    large complex data sets into a series of
    optimized and interpretable size.

24
  • REGRESSION
  • -To predict related properties that are easier to
    measure.
  • -The goal of chemometric regression analysis is
    to develop a model which correlates the
    information in the set of known measurements to
    the desired property.
  • -Chemometric algorithms for performing regression
    include partial least squares (PLS) and principal
    component regression (PCR).
  • -Chemometric regression is extensively used in
    making decisions relating to product quality in
    the on-line monitoring and process control
    industry where fast and expensive systems are
    needed to test.

25
  • CONCLUSION
  • Chemometrics is the bridge between connecting the
    state of a
  • chemical system to the measurements of the
    system.
  • It has become an essential part in the modern
    chemical and biomedical industries.
  • Chemometrics software has been widely used by
    product development scientists, process
    engineers, PAT specialists, and QA/QC scientists
    to build reliable model, ensure product quality,
    classify raw material, and to monitor process end
    point in real-time.

26
  • REFERENCES
  • http//www.camo.com/rt/Resources/chemometrics.html
  • CHEMICAL ANALYSIS-A SERIES OF MONOGRAPHS ON
    ANALYTICAL CHEMISTRY AND ITS APPLICATIONS, Edited
    by-J. D. WINEFORDNER,VOLUME 164.
  • INTRODUCTION TO CHEMOMETRICS-RICHARD G BRERETON,
    CENTRE FOR CHEMOMETRICS
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