Miyano Takuya, Kano Manabu, Tanabe Hideaki, Nakagawa Hiroshi, Watanabe Tomoyuki, Minami Hidemi
Formulation Technology Research Laboratories, Pharmaceutical Technology Division, Daiichi Sankyo Co., Ltd., 1-12-1, Shinomiya, Hiratsuka, Kanagawa 254 0014, Japan.
Department of Systems Science, Kyoto University, Kyoto, Japan.
Int J Pharm. 2014 Nov 20;475(1-2):504-13. doi: 10.1016/j.ijpharm.2014.09.007. Epub 2014 Sep 12.
In process analytical technology (PAT) based on near infrared (NIR) spectroscopy, wavenumber selection is crucial to develop an accurate and robust calibration model. The present research proposes new efficient spectral dividing and wavenumber selection methods to significantly reduce the computational load required by conventional wavenumber selection methods such as interval partial least squares (iPLS). The proposed method, named spectral fluctuation dividing (SFD), divides a whole spectrum into multiple spectral intervals at local minimum points of the spectral fluctuation profile, which consists of the standard deviation of absorbance at each wavenumber in a calibration set. SFD is combined with PLS (SFD-PLS) to select the spectral intervals at which input variables have significant influence on a target response. The usefulness of SFD-PLS was demonstrated through its application to the problems of estimating water and drug content in granules. PLS models based on SFD-PLS achieved higher estimation accuracy than those based on conventional methods including iPLS, PLS-beta, and variable influence on projection (VIP). In addition, SFD-PLS was more than 10 times faster than the conventional variable selection methods including PLS-beta and VIP; in particular, SFD-PLS was more than 25 times faster than iPLS. Consequently, the proposed SFD-PLS is a promising wavenumber selection method.
在基于近红外(NIR)光谱的过程分析技术(PAT)中,波数选择对于建立准确且稳健的校准模型至关重要。本研究提出了新的高效光谱划分和波数选择方法,以显著降低诸如区间偏最小二乘法(iPLS)等传统波数选择方法所需的计算量。所提出的方法称为光谱波动划分(SFD),它在校准集里各波数吸光度标准差构成的光谱波动曲线的局部最小值点处,将整个光谱划分为多个光谱区间。SFD与偏最小二乘法(PLS)相结合(SFD-PLS),以选择输入变量对目标响应有显著影响的光谱区间。通过将SFD-PLS应用于颗粒剂中水和药物含量的估计问题,证明了其有效性。基于SFD-PLS的PLS模型比基于包括iPLS、PLS-β和投影变量影响(VIP)在内的传统方法的模型具有更高的估计精度。此外,SFD-PLS比包括PLS-β和VIP在内的传统变量选择方法快10倍以上;特别是,SFD-PLS比iPLS快25倍以上。因此,所提出的SFD-PLS是一种很有前景的波数选择方法。