纳米粒子对激光照射的磁吸收动力学理论

O. Semchuk, O. Havryliuk, A. Biliuk
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引用次数: 0

摘要

当金属纳米粒子(MNPs)受到频率与等离子体频率(等离子体共振频率)相差甚远的单色激光波照射时,在特定条件下(取决于波的频率、波的偏振、MNPs 的大小和形状),MNPs 对光的吸收可能以磁性吸收为主(由光(激光)波电磁场的磁性分量引起的吸收)。这项工作的重点是研究激光辐射的磁分量影响引起的吸收特征。对于非球形的 MNPs,对这一问题的研究较少。因此,粒子的形状如何体现在其对激光辐射(激光脉冲)的吸收上,是我们的研究目标之一。在这项工作中,我们将研究磁性吸收光(激光辐射)的特征取决于粒子的形状。本文将研究球形 MNPs 对这一过程的影响。由于我们将考虑 MNP 的尺寸小于电子在 MNP 中自由路径长度的情况,因此将使用动力学方程法进行计算。请注意,在粒子尺寸大于自由路径长度的情况下,动力学方法也能得到正确的结果。对于非球形的 MNP,我们提出了一种理论,可以计算粒子在激光脉冲照射下的磁吸收能量。我们构建了磁吸收与球形 MNPs 的曲率半径和电磁(激光)波磁场矢量之比之间的关系,并对其进行了理论研究。一个有趣的结果是,球形 MNP 对能量的吸收随着其 Disco 相似度的增加而增加。我们现在用来估算电We和磁Wm吸收对总吸收的相对贡献。例如,以金 MNP 为例,ωp ≈ 5-1015 s-1,ν ≈ 1013 s-1,R = 3-10-6 sm,ω≈ 2-1014 s-1(二氧化碳激光),ε' ≈ -600,ε'' ≈ 30,我们得到下一个比值 We/Wm ≈ 2。我们可以看到,对于给定的参数集,磁吸收是电吸收的两倍。显然,对于不同的粒子参数和不同的频率范围,电吸收可能比磁吸收大,也可能比磁吸收小。因此,在研究 MNP 的光吸收与粒子形式的关系时,我们必须同时考虑电吸收和磁吸收。对于非对称 MNP(例如椭圆形粒子),除其他因素外,电吸收和磁吸收的比例(固定频率)与粒子的非对称程度和波的极化程度密切相关。
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Kinetic theory of magnetic absorption of laser irradiation by nanoparticles
When metal nanoparticles (MNPs) are illuminated with a monochromatic laser wave, the frequency of which is far from the plasmon frequency (the frequency of plasmon resonances), under certain conditions (depending on the frequency of the wave, its polarization, the size and shape of the MNPs), absorption of light by MNPs can be dominated by magnetic absorption (absorption caused by the magnetic component of the electromagnetic field of the light (laser) wave). This work is focused on studying the features of absorption caused by the influence of the magnetic component of laser radiation. This issue is rather poorly studied for MNPs of non-spherical shape. Therefore, how the shape of the particle manifests itself in its absorption of laser radiation (laser pulses) is one of the goals of our research. In this work, we will study the features of magnetic absorption of light (laser radiation) depending on the shape of the particles. In this paper, we will investigate the influence of spheroidal MNPs on this process. Calculations will be carried out using the kinetic equation method, because we will consider the case when the size of the MNP is smaller than the length of free path of the electron in the MNP. Note that the kinetic approach makes it possible to obtain correct results for the case when the size of the particle is greater than the length of the free path. For non-spherical MNPs, we have developed a theory that makes it possible to calculate the energy of magnetic absorption by a particle when it is irradiated with laser pulses. The dependence of magnetic absorption on the ratio of the radii of curvature of spheroidal MNPs and the vector of the magnetic field of an electromagnetic (laser) wave was constructed and theoretically investigated. An interesting result is the absorption of energy by a spheroidal MNP as its disco similarity increases. We now use to estimate the relative contributions of electric We and magnetic Wm absorption to the total absorption. For example, let us take a gold MNP’s, then ωp ≈ 5·1015 s–1, ν ≈ 1013 s–1, R = 3·10–6 sm, ω ≈ 2·1014 s–1 (carbon dioxide laser), ε' ≈ –600, ε'' ≈ 30 we received the next ratio We/Wm ≈ 2. We can see that for the given set of parameters magnetic absorption is twice as large as electric. Obviously, for different parameters of the particle and a different frequency range electric absorption can be either larger or smaller than magnetic absorption. Hence, when studying the dependence of optical absorption by MNP’s on particle form, we must allow for both electric and magnetic absorption. For an asymmetric MNP’s (for example ellipsoidal particles), apart from everything else, the ratio of the electric and magnetic contributions to absorption (as fixed frequency) is strongly dependent on the degree of particle asymmetric and wave polarization.
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