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A Strategic Application of Fast Fourier Transform as a Novel Tool to Evaluate the Extent of Neuronal Insult in Rat Model of Focal Cerebral Ischemia

机译:快速傅里叶变换作为评估局灶性脑缺血大鼠模型神经元损伤程度的新型工具的战略应用

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The present work envisages mathematical modeling of induced focal cerebral ischemia in animal model using EEG data with the help of Fast Fourier Transformation method. Amongst several analysis methods, spectral analysis methods are important because it detects the frequencies and characteristics changes of brain waveforms depending on the brain function affected from disorders and physiological state. There are many applications of FFT, and the most important being that it is one of the basic conventional spectral analysis methods. However, it has some limitations, for instance, it adds contributions in the low frequency region which are not present in the original signal, and necessitates the use of windowing for decreasing the error rate. The present analysis was undertaken to ensure actual correlation of the different mathematical paradigms. EEG data were obtained from different regions of rat brain and were processed by FFT modeling in MATLAB platform. The assessment of long lasting functional outcome and to prevalent classical approach to study stroke was necessitated and therefore highly recommended to evaluate the efficacy of therapeutic strategies in relation to EEG in animal model of brain stroke. This mathematical modeling specifically Power Spectrum Density analysis was done to correlate the different prevalent condition of rat brain function. DOI: http://dx.doi.org/10.3329/bjmp.v5i1.14666 Bangladesh Journal of Medical Physics Vol.5 No.1 2012 29-36
机译:本工作设想借助快速傅里叶变换法利用EEG数据在动物模型中诱发局灶性脑缺血的数学模型。在几种分析方法中,频谱分析方法很重要,因为它可以根据受疾病和生理状态影响的脑功能检测脑波形的频率和特征变化。 FFT有许多应用,最重要的是它是基本的常规频谱分析方法之一。但是,它具有一些局限性,例如,它增加了低频区域中原始信号中不存在的贡献,并且必须使用开窗来降低错误率。进行本分析以确保不同数学范例的实际相关性。脑电数据从大鼠大脑的不同区域获得,并通过MATLAB平台中的FFT建模进行处理。必须评估持久的功能结局和流行的经典研究卒中的方法,因此强烈建议在脑卒中动物模型中评估与脑电有关的治疗策略的疗效。进行了此数学建模,特别是功率谱密度分析,以关联大鼠脑功能的不同普遍状况。 DOI:http://dx.doi.org/10.3329/bjmp.v5i1.14666孟加拉国医学物理学杂志2012年第5卷第1期29-36

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