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Significance of Wash-Out on the Flutter Characteristics of Composite Wings

机译:冲刷对复合材料机翼颤振特性的意义

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Figure 1 shows the variation of the nondimensional flutter speed, i.e., V_F/bω_α against x_α for three different positive values of ψ, i.e., ψ = +0.2, +0.4, and +0.6, which induce the desired wash-out effect. Several representative values of the frequency ratio ω_h/ω_α were used in obtaining the results as shown in the figure. For comparison purposes, results for negative values of ψ, i.e., for ψ = -0.2, -0.4, and -0.6, are shown in Fig. 2. (It should be noted that the values of x_α plotted in Figs. 1 and 2 are all negative so that the mass axis is behind the elastic axis, which is usually the case.) The density ratio m/πρb~2 and the radius of gyration defined as r_α = (I_α/mb~2)~(1/2) were kept constant at 20 and 0.5, respectively, for all cases. The elastic axis location was assumed to be 20% of the semichord and forward of the midchord position, i.e., a = —0.2. The first three normal modes were used in the flutter analysis and were subsequently found to be adequate.
机译:图1示出了对于三种不同的正ψ值,即ψ= + 0.2,+ 0.4和+0.6,无量纲颤动速度即V_F /bω_α相对于x_α的变化,其引起期望的冲刷效果。如图所示,频率比ω_h/ω_α的几个代表值用于获得结果。为了比较,在图2中显示了ψ的负值(即ψ= -0.2,-0.4和-0.6的结果)。(应注意,图1和2中绘制的x_α值)。均为负数,因此质量轴位于弹性轴的后面,通常是这种情况。)密度比m /πρb​​〜2和回转半径定义为r_α=(I_α/ mb〜2)〜(1/2 )在所有情况下均保持恒定,分别为20和0.5。假设弹性轴位置为半弦的20%,位于中弦位置的前方,即a = -0.2。前三个正常模式用于颤动分析,随后被发现是足够的。

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