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    • 2. 发明专利
    • FORMATION OF FINE PATTERN
    • JPS63232318A
    • 1988-09-28
    • JP6376187
    • 1987-03-20
    • HITACHI LTD
    • MATSUZAWA TOSHIHARUSUNAMI HIDEOSHIGENIWA AKIYOSHI
    • G03F7/20H01L21/027
    • PURPOSE:To enable more true transcription of images on desired rectangles, by using two kinds of photomasks so that a common region is formed into a desired shape by superposing the photomasks and performing two stages of exposure operations. CONSTITUTION:Latent images of photomask patterns, including desired patterns, are formed on an observed region with a photoresist by a first stage of exposure operation. If patterns (limited to light interrupting patterns) of these photomasks are desired beforehand to be larger than the desired patterns, no corner parts exist on a region (the inside of a rectangle) where the desired patterns should be replicated, and so no deterioration in resolution occur due to the existence of the corner parts. When a second stage of exposure succeeds to use a pattern (a rectangle perpendicular to and congruent with the patterns 5 used in the first stage) so that regions 7 common to the patterns 5 of the photomask used in the first stage of exposure are formed into desired patterns, resolution deterioration which is peculiar to the rectangular corner does not occur so that more true latent images can be formed into desired patterns (squares).
    • 10. 发明专利
    • SIMULATION METHOD
    • JPS631034A
    • 1988-01-06
    • JP14300286
    • 1986-06-20
    • HITACHI LTD
    • YAMAMOTO SHUICHIOUGO MASANORIMATSUZAWA TOSHIHARU
    • C23F1/00G06F17/50G06F19/00H01L21/00H01L21/302H01L21/3065
    • PURPOSE:To obtain a simulation method for providing a processed shape reflecting the direction of incidence of the etching particles particularly in the dry etching, by making the movement direction of the surface include directions other than the normal direction of the surface. CONSTITUTION:When the etching particles take a Gaussian incidence probability- density distribution P(theta), the etch rate components VX, VY at a point A on a material 34 of expected angles theta1, theta2 are obtained by respectively calculating Rintegral P(theta)sinthetadtheta and Rintegral P(theta)costhetadtheta between theta1 and theta2 using a constant R, and anyway the etch rate depends on the expected angles which are determined by the angle of incidence theta and by the surface shape including the etching mask. Further, radicals of a uniform incidence probability-density distribution Q(theta) are present, the etch rate components VX, VY are obtained by integrating the X-and Y-components of R1P(theta)+R2Q(theta)+R3P(theta).Q(theta) between theta1 and theta2, and they also depend on the angle of incidence theta and the expected angles. That is, simulation is available also for RIE, taking into consideration radicals in addition to ions. Further, any distribution can be handled by utilizing the numerical integration calculus, and a process shape reflecting the angle of incidence of the etching particles can be predicted.