コスモサーマルグリース
![放熱グリース外観](/Portals/0/images/img/ctg_thermal_01.jpg)
コスモサーマルグリースは非硬化型の放熱ペーストです。
市場ニーズに応え、複数の製品ラインナップを揃えています。
SF601は高熱伝導と塗布性の両立、シリコーンフリー、実績等が評価され、
スーパーコンピューター「富岳」に採用されています。
詳細はプレスリリースをご参照ください。
特徴
①高い熱伝導性
下図は部品を発熱させた際の基板温度上昇量を可視化したものです。
サーマルグリースは密着性の高いペースト状のため、高い放熱性を示します。
実験概要
基板に接続したICチップに電流をかけた際の
部品の発熱度合いを観測する実験です。
チップと筐体の間にTIMを塗布しています。
②柔らかく塗布性に優れる
コスモサーマルグリースは数10μmまで薄く広げることができます。
同等の熱伝導性の固いペーストと比較して、反発力が小さいため、周辺部品へのストレスが小さくすみます。
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)
性能一覧
※1コスモ法 ※2ASTM D 5470 ※3ASTM D 5470から算出 ※4 JIS K2220
表中の数値は代表値であり、製品規格値または保証値ではありません。
荷姿一覧
〇:取り扱いあり、×取り扱いなし
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