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VARIATIONS IN THE BRIGHTNESS AND COLOR OF A STAR DURING ECLIPSING BY A PROTOPLANET

机译:一颗行星在恒星静止时亮度和颜色的变化

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Changes in the brightness and color of stars obscured by gas-dust protoplanets are studied using Equation (1). In a quite general case, assuming only y that τ(x, y)∈[0, τ~(max) ], it is shown that the ratio (Δm_2~(min)? Δm_1~(min) )/Δm_1~(min) decreases with increasing Δm_1~(min) at the brightness minima. The region where points from the set {E_1; E_2} can lie on an E_2 vs E_1 diagram is localized within a rather narrow parallelogram with a long diagonal given by Eq. (10). If τ(x, y) = τ~(max) (1? (x~2 + y~2 ) / R~2)/(1/2), then the unknown E_2 as a function of E_1 is essentially given by Eq. (10). Calculated "brightness-color" curves are fundamentally different from the interstellar absorption law. If it is held that the color indices increase linearly in Ae/Be Herbig stars with falling brightness, i.e., (Δm_2? Δm_1)/Δm_1=const, and that this ratio is independent of the depth of eclipsing, then it appears that the Algol-like variation in the brightness of Ae/Be Herbig stars cannot be explained in terms of a model of occultation by a protoplanet.
机译:利用公式(1)研究了由气尘原行星遮盖的恒星的亮度和颜色的变化。在非常普遍的情况下,仅假设τ(x,y)∈[0,τ〜(max)]为y,则表示比率(Δm_2〜(min)?Δm_1〜(min))/Δm_1〜( min)随着亮度最小值的Δm_1〜(min)的增加而减小。集合{E_1;中指向的区域E_2}可以位于E_2与E_1的关系图上,该图定位在一个相当窄的平行四边形中,由Eq给出长对角线。 (10)。如果τ(x,y)=τ〜(max)(1?(x〜2 + y〜2)/ R〜2)/(1/2),则未知E_2作为E_1的函数基本上由下式给出等式(10)。计算出的“亮度-颜色”曲线与星际吸收定律根本不同。如果认为亮度下降的Ae / Be Herbig星的颜色指数呈线性增加,即(Δm_2?Δm_1)/Δm_1= const,并且该比值与食蚀深度无关,那么看来Algol Ae / Be Herbig恒星的亮度类似变化无法用原行星的掩星模型来解释。

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