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Glass microneedles for force measurements: a finite-element analysis model

机译:用于力测量的玻璃微针:有限元分析模型

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摘要

Changes in developed force (0.1–3.0 μN) observed during contraction of single myofibrils in response to rapidly changing calcium concentrations can be measured using glass microneedles. These microneedles are calibrated for stiffness and deflect on response to developed myofibril force. The precision and accuracy of kinetic measurements are highly dependent on the structural and mechanical characteristics of the microneedles, which are generally assumed to have a linear force–deflection relationship. We present a finite-element analysis (FEA) model used to simulate the effects of measurable geometry on stiffness as a function of applied force and validate our model with actual measured needle properties. In addition, we developed a simple heuristic constitutive equation that best describes the stiffness of our range of microneedles used and define limits of geometry parameters within which our predictions hold true. Our model also maps a relation between the geometry parameters and natural frequencies in air, enabling optimum parametric combinations for microneedle fabrication that would reflect more reliable force measurement in fluids and physiological environments. We propose a use for this model to aid in the design of microneedles to improve calibration time, reproducibility, and precision for measuring myofibrillar, cellular, and supramolecular kinetic forces.
机译:可以使用玻璃微针测量在单个肌原纤维收缩过程中观察到的对快速变化的钙浓度产生的力的变化(0.1–3.0μN)。校准这些微针的刚度,并根据对已发展的肌原纤维力的反应进行偏转。动力学测量的精度和准确性高度依赖于微针的结构和机械特性,通常认为它们具有线性力-挠度关系。我们提供了一个有限元分析(FEA)模型,该模型用于模拟可测量几何形状对刚度的影响,该作用是施加力的函数,并使用实际测得的针头特性验证了我们的模型。此外,我们开发了一个简单的启发式本构方程,该方程最能描述我们使用的微针范围的刚度,并定义了我们的预测正确的几何参数范围。我们的模型还绘制了几何参数与空气中固有频率之间的关系,从而为微针制造提供了最佳的参数组合,这将反映出在流体和生理环境中更可靠的力测量结果。我们建议将此模型用于辅助微针的设计,以改善校准时间,重现性和测量肌原纤维,细胞和超分子动能的精度。

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