Simplified FTIR Spectra Normalization: Exploring Nano Silica, Epoxy, and Epoxy Nano Silica
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- Опубликовано: 11 сен 2024
- 🔬 Learn the Basics of FTIR Spectra Normalization! 🌟
🔍 In this video, we focus on Nano Silica, Epoxy, and Epoxy Nano Silica as examples to illustrate the power of FTIR spectroscopy. 🌐
🔬 This video takes you through the step-by-step process of FTIR spectra normalization, making it easy to understand and apply. 💡
💥 Discover the importance of normalization in FTIR spectroscopy and how it enhances the accuracy and reliability of your analysis. 📊
Nice job
Thank you Hooman🙏
Hello sir! Thank for the brief explanation for the Spectra Normalization. Can I also use this method when comparing 4 similar samples? a ratio of intensity is required by our professor
Yes, you can but be careful about the reasonablity of the chemical reactions.
Thank you!
Welcome!
What's the wavelength span covered by this technique? Any reason why infrared is used?
Thank you for your comment! In Fourier Transform Infrared (FTIR) spectroscopy, the wavelength span typically covered is in the infrared region of the electromagnetic spectrum. The infrared region ranges from approximately 700 nanometers (nm) to 1 millimeter (mm) in wavelength.
FTIR spectroscopy is specifically used in the infrared region because it allows us to study the vibrational and rotational modes of molecules. Different chemical bonds and functional groups exhibit characteristic absorption bands in the infrared region. By analyzing these absorption bands, we can gain valuable insights into the molecular composition, structure, and interactions of the substances under investigation.
The infrared region is particularly useful for studying organic compounds, polymers, minerals, and many other materials. It provides a unique perspective on chemical bonds and molecular behavior, making it an essential tool in various scientific fields, including chemistry, materials science, pharmaceuticals, and environmental analysis.
Even though this video specifically focuses on the normalization of the curves, I really appreciate your brilliant question for clarifying this issue. Thank you for your valuable input Dear Dr. Behzad!