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太赫兹波在通信、生物医学及安检等领域具有重要应用潜力,但其传输过程中的色散与损耗问题严重制约了系统性能的提升。微带线作为平面传输线,具有结构紧凑、易于集成的优势,但其在太赫兹波段的色散特性有待深入研究。本研究通过理论分析、数值仿真与实验验证相结合的方法,系统探究太赫兹频段微带线的色散特性及其影响因素。理论将微带线色散细分为介质色散、几何色散和导体色散,推导了各色散分量的解析表达式。实验采用太赫兹时域脉冲反射技术,对不同基底介电常数、导线宽度及长度的微带线进行测试,结合数值仿真验证了理论模型的准确性,并引入脉冲展宽系数对微带线的在太赫兹低频段的色散效应进行定量分析。结果表明,基底介电常数从2.2增加到4.5时,色散效应明显增加;当导线宽度从100 μm增加到1600 μm时,通过增强几何色散使脉冲展宽系数从3.18增至5.12,增幅达38%;当导体长度从10 mm增加到150 mm时,则通过累积效应使展宽系数从2.12增至3.18,增幅为33%,与理论模型及仿真结果高度吻合。本研究为太赫兹微带线的工程设计与结构优化提供了理论依据,揭示了关键参数对微带线色散特性的调控规律,对提升太赫兹通信系统带宽与信号完整性具有重要价值,并为后续开发低色散、高性能太赫兹平面电路奠定了技术基础。Terahertz waves have broad application prospects in fields such as food quality, biomedicine, and security communication. However, the dispersion and loss during transmission limit the development of terahertz systems. This study focuses on the dispersion characteristics of microstrip lines in the terahertz low-frequency range. Through a combination of theoretical modeling, numerical simulation, and experimental verification, the dispersion mechanism and key influencing factors of microstrip lines are systematically analyzed, aiming to provide theoretical support for low dispersion, high-performance terahertz integrated circuits and systems.This study is based on electromagnetic field theory, which divides microstrip line dispersion into dielectric dispersion, geometric dispersion, and conductor dispersion, and introduces a modified model to overcome the limitations of traditional quasi-static theory in the high frequency range. This study used CST time-domain finite difference simulation and terahertz time-domain pulse reflection (TDR) technology to conduct multidimensional simulation and testing of three different dielectric constant substrates (2.2, 3, 4.5), wire width (100-1600 μm), length (10-150 mm) and other parameters. The pulse broadening coefficient was introduced to quantitatively evaluate the dispersion characteristics of microstrip lines. The results indicate that the increase in substrate dielectric constant significantly enhances the dispersion effect. When εr increases from 2.2 to 4.5, the increase in equivalent dielectric constant leads to a decrease in pulse transmission speed; When the wire width increased from 100 μm to 1600 μm, the pulse broadening coefficient dominated by geometric dispersion increased from 3.12 to 5.12, with an increase of 38%. However, when the wire length increased from 10 mm to 150 mm, the cumulative dispersion increased the broadening coefficient from 2.12 to 3.18, with an increase of 33%, verifying the sensitivity of width to dispersion control. The simulation once again shows that due to the small skin depth of terahertz waves on metal surfaces, the difference in conductivity among the three conductor materials of gold, silver, and copper (4.1×107-6.3×107 S/m) can be ignored in terms of dispersion effect. According to the actual measurement and fitting results, the geometric dispersion of microstrip lines is more significant than the dispersion loss caused by length accumulation. In addition, simulation, experimental testing, and theoretical analysis all have good consistency. The conclusion indicates that optimizing the design of microstrip lines requires priority control of the substrate material dielectric constant and wire width to suppress the synergistic effect of geometric dispersion and dielectric dispersion, providing quantifiable design criteria for high bandwidth and low distortion transmission of terahertz communication systems, and laying experimental and theoretical foundations for the engineering application of terahertz integrated circuits.
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