1
1.
Học thuyết âm dƣơng ngũ hành không những đƣợc nhiều trƣờng phái
triết học tìm hiểu, lý giải, khai thác mà còn đƣợc nhiều ngành khoa học khác
nhƣ là kiến trúc xây dựng, khoa học tự nhiên, khoa học xã hội, khoa học ứng
dụng và cả y học cổ truyền dân tộc,… quan tâm vận dụng. Có thể nói, ít có
học thuyết triết học nào lại thâm nhập vào nhiều lĩnh vực của tri thức và đƣợc
vận dụng để lý giải nhiều vấn đề của tự nhiên, xã hội nhƣ học thuyết này.
Việc sử dụng phạm trù âm dƣơng ngũ hành đánh dấu bƣớc phát triển đầu tiên
của tƣ duy khoa học phƣơng Đông nhằm đƣa con ngƣời thoát khỏi sự khống
chế về tƣ tƣởng của các khái niệm thƣợng đế, quỷ thần truyền thống.
Lý luận về âm dƣơng đƣợc viết thành văn lần đầu tiên xuất hiện trong
sách “Quốc ngữ”. Tài liệu này mô tả âm dƣơng đại biểu cho hai dạng vật chất
tồn tại phổ biến trong vũ trụ, một dạng có dƣơng tính, tích cực, nhiệt liệt,
cứng cỏi và một dạng có âm tính, tiêu cực, lạnh nhạt, nhu nhƣợc,…Hai thế
lực âm và dƣơng tác động lẫn nhau tạo nên tất cả vũ trụ. Sách “Quốc ngữ” nói
rằng: “khí của trời đất thì không sai thứ tự, nếu mà sai thứ tự thì dân sẽ loạn,
dƣơng mà bị đè bên dƣới không lên đƣợc, âm mà bị bức bách không bốc lên
đƣợc thì có động đất”. Lão Tử (khoảng thế kỉ V-VI TCN) cũng đề cập đến
khái niệm âm dƣơng. Ông nói: “Trong vạn vật, không có vật nào mà không
cõng âm và bồng dƣơng”, ông không những tìm hiểu những quy luật biến hóa
âm dƣơng của trời đất mà còn muốn khẳng định trong mỗi sự vật đều chứa
đựng thuộc tính mâu thuẫn, đó là âm dƣơng.
Trong thời đại hiện nay, xu hƣớng ứng dụng phong thủy, âm dƣơng
trong mọi lĩnh vực liên quan đến xây dựng và kiến trúc ngày càng nhiều, từ
việc xây dựng nhà cửa, lăng mộ cho đến xây dựng xƣởng sản xuất và các cơ
quan hành chính. Việc nghiên cứu về ứng dụng của học thuyết Âm dƣơng -
Ngũ hành vào phong thủy trong kiến trúc xây dựng sẽ giúp chúng ta hiểu rõ
hơn những vấn đề về âm dƣơng ngũ hành và cách ứng dụng của học thuyết
này vào trong phong thủy nói riêng và các lĩnh vực khác nói chung.
2.
Hiện nay, có rất nhiều nguồn thông tin nhƣ sách, báo và thông qua mạng
internet đề cập đến vấn đề phong thủy trong xây dựng. Tuy nhiên, mặt khó
khăn của đề tài là chƣa có một tài liệu chính thức nào đề cập đến vấn đề ứng
dụng của thuyết Âm - Dƣơng gia vào phong thủy trong kiến trúc xây dựng.
Với sự nỗ lực, tìm tòi và nghiên cứu của bản thân, đề tài đã hoàn thành ở một
khía cạnh nhất định nào đó.
2
3.
3.1.
Thông qua việc tìm hiểu triết học Âm - Dƣơng gia và ứng dụng của nó
vào phong thủy trong kiến trúc xây dựng phƣơng Đông, đã cho chúng ta hiểu
đƣợc một phần nào đó của câu trả lời cho câu hỏi sau: Tại vì sao một học
thuyết ra đời vào thời kỳ Trung Quốc cổ đại, mà hiện nay nó vẫn đƣợc sử
dụng làm cơ sở lý luận cho một số ngành khoa học cụ thể?
3.2.
Tìm hiểu nội dung của hai thuyết: thuyết Âm Dƣơng và thuyết Ngũ
hành.
Vận dụng thuyết Âm dƣơng và thuyết Ngũ hành vào phong thủy trong
kiến trúc xây dựng ngày nay.
4.
4.1.
Dựa vào hai thuyết: thuyết Âm Dƣơng và thuyết Ngũ hành.
4.2.
Phƣơng pháp phân tích.
• Phƣơng pháp tổng hợp.
• Phƣơng pháp lịch sử.
• Phƣơng pháp thống kê.
5. tài
Về mặt khoa học thì đề tài này chƣa có đóng góp gì mới, nó chỉ mang
tính chất là một bài báo cáo kết thúc môn học.
6.
6.1.
Khẳng định tính đúng đắn của triết học Âm - Dƣơng gia ở một khía
cạnh nhất định.
Cho thấy mối quan hệ giữa triết học và các ngành khoa học cụ thể khác.
6.2. Ý
Dùng làm tài liệu tham khảo, cho những ai cần tìm hiểu về triết học
Âm - Dƣơng gia và phong thủy trong kiến trúc xây dựng.
7.
` Ngoài phần mở đầu, kết luận và danh mục tài liệu tham khảo; đề tài này
gồm có hai chƣơng:
Chƣơng 1: Lý thuyết chung về triết học Âm - Dƣơng gia.
Chƣơng 2: Ứng dụng của triết học Âm - Dƣơng gia vào phong
thủy trong kiến trúc ngày nay.
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