Abstract
前報(半円切欠きをもつ平板)の解法を拡張して,初め一様温度に保持された半だ円切欠きをもつ半無限板が,切欠きの側よりこれと接する流体によって非定常加熱を受けるものとして,温度場および応力場について,だ円柱周りのポテンシャル流れの等ポテンシャル線と流線で構成される差分格子を適用して数値解析を行い,3種の切欠き形状に対して熱応力集中係数とフーリエ数およびビオ数の関係を明らかにした.
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