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MODELING AND ANALYSIS OF DIGITAL TUNABLE RF MEMS CAPACITORS

机译:数字可调RF MEMS电容器的建模与分析

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The recent development of radio frequency (RF) microelectromechanical system (MEMS) technology has demonstrated great potential at the communication applications. The capacitors with tunable characteristics are now greatly required. Various structure designs of tunable capacitors have been reported, such as two or three parallel plates with a vertical electrostatic actuator showing a restricted tuning range due to the pull-in effect [1], comb-driven variable capacitors which can achieve a large tuning ratio but are poor at high insertion loss and controlling voltages and low Q-factor [2], and thermal-driven capacitors [3] having a disadvantage that their response speed is generally slower than that of electrostatic actuators. In this paper, we present two designs of MEMS electrostatically tunable capacitor; only one structural layer and one sacrificial layer are required. In Fig.1, seven cantilever beams with constant length of 240μm, width of 60μm, thickness of 2μm are constructed as top electrodes on a coplanar waveguide transmission line. The separation between adjacent cantilevers is 600μm. The separated bottom electrodes, which are insulated by Si_3N_4 of 150nm, are 100μm length and 60μm width. The bottom electrodes and CPW transmission line are isolated by Si_3N_4 of 50nm, and the air gap is 2μm. The top electrodes can be driven individually by the separated bottom electrodes. Fig.2 illustrates the second design has the varied cantilever width that changes from 60μm to 120μm. The length of bottom electrode that is directly treated as CPW transmission line is 4230μm and the width is 100μm; other structural parameters are the same as those of the first design. When an electrical potential is applied between the top and bottom electrodes of both designs, an attractive force is generated to pull the top cantilevers down, thus a variable capacitor is formed. The capacitor C is related to the overlap area A, the spacing d_0-d between the top and bottom electrodes. d_0 is the initial gap and d is the displacement of the top electrode. C=εA/d_0-d (1) The mechanical and RF performances of these two designs have been analyzed by FEA method. For the first design, when all beams are applied equal controlling voltages, the relationship between the capacitance in total and voltages is shown in Fig.3 (a). When the voltage is 48V, the capacitance is 239.2fF but the tuning ratio is just about 1.2. Fig.3 (b) shows the RF characteristic obtained by using HFSS when one, two, four or none of top electrodes are applied controlling voltage for a displacement of 0.6μm.The S-parameters vs. Frequency curves demonstrate that such design has a wide tunable frequency range from 0.1 GHz to 70GHz, and the return loss can reach as large as -35dB at the self-resonating frequency of 15GHz and more than -20dB under 40GHz. In practical, it can be used as a distributed phase shifter. For the second design, the capacitor vs. voltage curve is shown in Fig.4 (a). When a voltage of 48V is applied, the tuning ratio is very close to that of the first design. The main reason is that, when applied the same voltage, the displacements of cantilever beams with varied width are independent of the width and approximately have the same magnitudes. In Fig.4 (b), S-parameter analyses have shown a wide narrow frequency range and large return loss compared to the first design when no voltage is applied.
机译:最近的射频(RF)微机电系统(MEMS)技术的发展,在通信应用中已证明的巨大潜力。具有可调特性电容器现在大大必需的。可调电容器的各种结构设计已经报道了,与示出受限制的调谐范围内的垂直静电致动器,例如两个或三个平行的板,由于拉入作用[1],梳驱动的可变电容器能够实现大的调谐比但在高的插入损耗和控制电压和低Q因子[2],和热驱动的电容器[3]具有一个缺点,即它们的响应速度通常比静电致动器的更慢的差。在本文中,我们提出了MEMS静电可调谐电容器的两个设计;只需要一个结构层和一个牺牲层。在图1中,7悬臂梁具有240μm的恒定长度,60μm的宽度,为2μm的厚度被构造为在共面波导传输线顶部电极。相邻悬臂之间的间隔为600μm。将分离的下电极,其由150纳米的Si_3N_4绝缘,是100μm的长度和60μm的宽度。底部电极和CPW传输线是通过为50nm的Si_3N_4分离,并且空气间隙为2μm。顶部电极可单独通过将分离的底电极来驱动。图2示出了第二设计有多种多样悬臂宽度从60微米变化到120微米。即直接视为CPW传输线中的底电极的长度为4230μm,宽度为100μm;其它的结构参数是相同的与第一设计的。当顶部和这两种设计的底部电极之间施加电势时,产生引力拉顶部悬臂向下,由此形成可变电容器。电容器C是关系到重叠区域A,在顶部和底部电极之间的间距D_0-d。 D_0是初始间隙d为顶电极的位移。 C =εA/ D_0-d(1)这两种设计的机械和RF性能已经通过FEA方法进行分析。对于第一个设计中,当所有光束施加相等的控制电压,在总的和电压下的电容之间的关系示于图3(a)。当电压为48V,静电电容是239.2fF但是调谐比率仅仅是约1.2。图3(b)示出通过使用HFSS当一个,两个,四个或无顶部电极被用于0.6μm.TheS参数的位移施加控制电压与频率的关系曲线表明,这样的设计具有所获得的RF特性从0.1 GHz到70GHz,以及回波损耗宽可调谐频率范围能够大至-35dB在15GHz的自谐振频率40GHz的下达到并超过-20dB。在实际中,可以被用作一个分布式相移器。对于第二个设计中,电容器与电压曲线示于图4(a)。当施加48V的电压,调谐比非常接近所述第一设计的。主要的原因是,当施加相同的电压,悬臂的位移与光束宽度变化是独立的宽度和大约具有相同的幅度。在图4(b)中,S参数分析显示时相比,不施加电压时所述第一设计的宽窄的频率范围和大的回波损耗。

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