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Xử lý ảnh trong Matlab - hướng nghiên cứu hay của luận văn thạc sĩ, tiến sĩ

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    HỖ TRỢ TIẾN SỸ - THẠC SỸ
    Luận án Tiến sỹ hay Thạc sỹ là một công trình khoa học nghiêm túc, đòi hỏi nghiên cứu sinh phải đi sâu tìm tòi ra một hướng nghiên cứu mới. Đấy chính là mục tiêu tối thượng của luận án. Trước đây, một luận án tiến sỹ được hoàn thành bằng cách viết tay, các số liệu khoa học được đo đạc và tính toán mà không có sự trợ giúp của máy tính.
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***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***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    Thời gian để làm những việc đó có khi rất nhiều, làm cho công trình cũng bị ảnh hưởng do nghiên cứu sinh dành thời gian cho việc viết lách hay phải tìm hiểu thêm những công cụ ngoài lĩnh vực của mình. Ngày nay, khi công nghệ thông tin phát triển, công nghệ mô phỏng cũng phát triển theo, kết quả luận án tiến sỹ hay thạc sỹ cũng cần được thể hiện một cách trực quan, chi tiết. Chẳng hạn một luận án tiến sỹ hóa học làm về sự khuyếch tán, tiến sỹ vật lý nghiên cứu về vấn đề phân rã hạt nhân, tiến sỹ ngành cơ học nghiên cứu về lĩnh vực phá hủy của vật liệu v.v...Những kết quả đó cần được thể hiện bằng đồ họa trực quan để tăng hiệu quả nghiên cứu của luận án. Tuy nhiên, để làm được điều đó, nghiên cứu sinh lại phải nghiên cứu về lập trình, về đồ họa, về các phần mềm hỗ trợ. Những vấn đề này làm cho người nghiên cứu mất rất nhiều thời gian và cũng không đóng góp được gì cho vấn đề nghiên cứu, ảnh hưởng nhiều đến chất lượng công trình. Thấu hiểu những khó khăn đó, với mong muốn giúp nghiên cứu sinh tập trung thời gian cho vấn đề chính mà không phải phân tâm đến những vấn đề ngoài lề, Trung tâm Đào tạo & Chuyển giao công nghệ VIET4C giới thiệu đến các nhà nghiên cứu những dịch vụ hỗ trợ sau:
    - Hệ thống và bổ trợ lại các kiến thức về phương pháp tính như: Phương pháp Phần tử hữu hạn ( PPPTHH - Finite Element Method - FEM ), phương pháp phần tử biên ( Boundary Element Method - BEM), phương pháp Weighted Residual Method ( WRM ) v.v...
    - Hướng dẫn lập trình Matlab, phương pháp xử lý dữ liệu và xây dựng một phần mềm bằng Matlab.
    - Xây dựng mẫu lưới phần tử hữu hạn ( mẫu FEM mesh ) cho việc lập trình trong môi trường Matlab.
    - Hướng dẫn triển khai các giải thuật để giải các hệ phương trình vi phân đạo hàm riêng phức tạp.
    - Hướng dẫn xây dựng một phần mềm trọn vẹn cho đề tài nghiên cứu.
    - Thiết kế, chế tạo các thiết bị thí nghiệm, đo đạc phục vụ đề tài nghiên cứu.
    - Hướng dẫn các giải thuật xử lý ảnh trong Matlab.
    Để được tư vấn chi tiết, liên hệ Mr Phương : 0915-570-122
    Email: viet4c@gmail.com

    Chi tiết xem tại: http://viet4c.com

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