Analytica Acta 2021 invites all the participants from all over the world to attend ‘22nd Global Summit on Analytical and Bioanlaytical Techniques’ during July 19-20, 2021 Rome, Italy which includes prompt keynote presentations, oral talks, poster presentations and exhibition.
Analytica Acta 2021 is a global annual event to discuss and learn about Quality assurance, Method development, Drug screening, biomarker validation, NMR techniques, organic chemistry, toxicology, proteomics, mass spectrometry, metabolomics , thermal analysis, drug quantification, MALDI imaging, Analytical Chemistry, Environmental chemistry analysis, NMR analysis, HPLC Applications, LC-MS Bio analysis and Validation. Analytical Meeting would discuss various topics related to Biochemistry, Spectroscopy and ultrafast spectroscopy, Quality assurance in analytical chemistry, Electro analytical methods, Electrophoresis, Advances in Chromatography and Mass Spectrometry, Analytical Techniques in Pharmacogenomics, Pharmacogenetics and pharmacogenomics, Analytical and preparative instrumentation. Analytica 2021 has taken the initiation to gather the world class experts both from academic and industry in a common platform at Analytical Chemistry Conferences.
The conference provides the research works of Analytical chemistry expertise from various scientific backgrounds and the same can be perceived by young researchers and students. Analytical Chemistry Conferences mainly aims to promulgate knowledge in Analytical & Bio analytical, pharmaceutical sciences and advances in Analytical techniques. Both Pharmaceutical and Life science in course of research work and therefore Analytical Chemistry Meeting would be a perfect venue to share and develop knowledge on key Analytical chemistry tools.
Analytica Acta 2021 aims to provide a forum for international researchers from various areas of pharmacogenomics research, DNA analysis, method development and validation by providing a platform for critical analysis of new data, and to share latest cutting-edge research findings and results about all aspects of Analytical and Bio analytical Techniques.
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Research Heads from Research Centre’s
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Analytical experts in Pharmaceutical and Life science
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Leads from Pharma and Chemical Industries
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Industrial expertise working with various novel solid and liquid columns.
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Marketing teams of Industries with novel products to show case at the conference.
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Directors and Professors from Universities and Institutions
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Post-doctoral and PhD students working on analytical method development.
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Theoretical scientists working on deriving analytical hypotheses.
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Analytical academic scientists’ researchers and research scholars
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Relevant Graduate and Post graduate students.
Market Growth of Analytical techniques Research in the last and upcoming ten years:
The international market for diagnostic assays will grow from nearly $53.8 billion in 2018 to $60.5 billion by 2023 with a compound annual growth rate (CAGR) of 2.4% for the period of 2018-2023.
The Global Analytical Chemistry Market is expected to register a CAGR of 4.31% % during the forecast period 2020 to 2025. The benefits of laboratory automation in analytical chemistry include reduction of human errors in specimen handling, enhancements in overall process control, and faster turn-around-times (TAT) from specimen collection to test result reporting. ​The primary goal of diagnostic labs is to provide high quality and reliable information, fulfilling the industry's needs.
Apart from the industrial personnel where most of the research work is done, other research communities include:
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Academicians include Student community.
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Researchers include Post docs, Research Associates.
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Scientists include Professors, Associate professors, and Assistant professor.
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Industries include Presidents, CEO’s, and R&D Managers.
Growth of Analytical Techniques
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The global analytical standards market is projected to reach USD 1.73 Billion by 2022 from 1.27 Billion in 2017, at a CAGR of 6.3%. Some of the factors driving the growth of this market are the stringent regulations over pharmaceutical industry, rising public concern related to optimal food safety and quality, increasing public-private investments for various researches, and growing use of analytical techniques in proteomics and metabolomics. However, limited public awareness related to effective pollution monitoring strategies and stringent storage requirements for analytical standards are the key factors hindering the growth of the market.
Growth of Bio analytical Techniques:
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The global market for Bio analytical was valued at $7.2 billion in 2011 and $6.8 billion in 2012. This market is projected to reach $13 billion by 2018, growing at a compound annual growth rate (CAGR) of 13.6% through the five–year forecast period of 2012 through 2018.
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)
Growth of Pharmaceutical Techniques:
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The global pharmaceuticals market was worth $934.8 billion in 2017 and will reach $1170 billion in 2021, growing at 5.8%, according to a recent pharma market research report by The Business Research Company.
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The market should reach $58.0 billion by 2021, growing at a compound annual rate of growth (CAGR) 3 .8% from 2015 to 2021.
Growth of Clinical Technique;
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The global market for wearable clinical devices was valued at $4.8 billion in 2015.International market for clinical healthcare analytics reached $6.2 billion in 2016. This market extended nearly $7.2 billion in 2017 and should extend up to $14.9 billion by 2022, at a compound annual growth rate (CAGR) of 15.8
Growth of Separation Techniques in Industries:
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The international separation technique market is estimated to reach a worth of over US $ 42 billion by 2024 and is predicted to grow at a CAGR more then10% from 2016 to 2024. This technology is broadly used in sewage water treatment. Decrease of water quality and lack of clean drinking water is thought to affect harmfully economic social landscape internationally in the growing economies. It has been expected that around 4 million people die globally due to the insufficient water resources.
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)
Market Growth of Biosensor:
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Biosensors are devices that combine biological compounds for identifying an Analyte and physicochemical compounds in order to yield a quantifiable signal. Presently, the best common biosensors are home pregnancy detectors and glucose tests. However, a urge to produce significant biosensor technologies for several applications likes, deoxyribonucleic acid testing, and drug detection food analysis. .
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The international Biosensors Market size is predicted to extent up to usd 34.3 billion by 2025, growing at a market growth of 8.6% CAGR during the prediction period.
Growth of Techniques Diagnostic assays and Test kits Growth of Techniques Diagnostic assays and Test kits
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)
Growth of Techniques Diagnostic assays and Test kits:
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The international market for diagnostic assays will grow from nearly $53.8 billion in 2018 to $60.5 billion by 2023 with a compound annual growth rate (CAGR) of 2.4% for the period of 2018-2023