나노제품

  • · 기업명(주)디엔에프
  • · 주역업종 및 제품유기금속화합물제조, 기타화합물
  • · 분야 기능성 소재, 기타
고균일 무기 나노 입자
핵심기술 및 특징

 

■ 핵심기술  
 - 고균일 나노 입자 제조 기술

 - 특수형(중공형, 코아-쉘형) 나노 입자 제조 기술

 

■ 제품특징
 - 입자 크기의 균일성 및 분산 안정성
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