Mobed-Miremadi Maryam, Djomehri Sabra, Keralapura Mallika, McNeil Melanie
Department of Bioengineering, Santa Clara University, Santa Clara, CA 95053-0583, USA.
Preventive & Restorative Dental Sciences, University of California San Francisco, San Francisco, CA 94143, USA.
Materials (Basel). 2014 Dec 1;7(12):7670-7688. doi: 10.3390/ma7127670.
Hollow alginate microfibers ( = 1.3 mm, = 0.9 mm, = 400 µm, = 3.5 cm) comprised of 2% (/) medium molecular weight alginate cross-linked with 0.9 M CaCl₂ were fabricated to model outward diffusion capture by 2D fluorescent microscopy. A two-fold comparison of diffusivity determination based on real-time diffusion of Fluorescein isothiocyanate molecular weight (FITC MW) markers was conducted using a proposed Fickian-based approach in conjunction with a previously established numerical model developed based on spectrophotometric data. Computed empirical/numerical (/) diffusivities characterized by small standard deviations for the 4-, 70- and 500-kDa markers expressed in m²/s are (1.06 × 10 ± 1.96 × 10)/(2.03 × 10), (5.89 × 10 ± 2.83 × 10)/(4.6 × 10) and (4.89 × 10 ± 3.94 × 10)/(1.27 × 10), respectively, with the discrimination between the computation techniques narrowing down as a function of MW. The use of the numerical approach is recommended for fluorescence-based measurements as the standard computational method for effective diffusivity determination until capture rates (minimum 12 fps for the 4-kDa marker) and the use of linear instead of polynomial interpolating functions to model temporal intensity gradients have been proven to minimize the extent of systematic errors associated with the proposed empirical method.
制备了由2%(质量分数)中分子量藻酸盐与0.9 M氯化钙交联而成的中空藻酸盐微纤维(长度 = 1.3毫米,外径 = 0.9毫米,内径 = 400微米,长度 = 3.5厘米),以通过二维荧光显微镜模拟向外扩散捕获。使用基于菲克定律的方法结合先前基于分光光度数据开发的数值模型,对基于异硫氰酸荧光素分子量(FITC MW)标记物实时扩散的扩散率测定进行了双重比较。以平方米每秒表示的4 kDa、70 kDa和500 kDa标记物的计算经验/数值(厘米²/秒)扩散率,其标准偏差较小,分别为(1.06 × 10⁻⁹ ± 1.96 × 10⁻¹⁰)/(2.03 × 10⁻⁹)、(5.89 × 10⁻¹⁰ ± 2.83 × 10⁻¹⁰)/(4.6 × 10⁻¹⁰)和(4.89 × 10⁻¹⁰ ± 3.94 × 10⁻¹⁰)/(1.27 × 10⁻¹⁰),随着分子量的增加,两种计算技术之间的差异逐渐缩小。对于基于荧光的测量,建议使用数值方法作为有效扩散率测定的标准计算方法,直到捕获率(4 kDa标记物的最低帧率为12帧/秒)以及使用线性而非多项式插值函数来模拟时间强度梯度已被证明可将与所提出的经验方法相关的系统误差降至最低。