Ứng dụng công nghệ vi chất lỏng trong sản xuất thuốc nano
Công nghệ nano thu hút ngày càng nhiều sự quan tâm của các nhà khoa học và hiện được ứng dụng trong nhiều lĩnh vực của đời sống, trong đó có dược phẩm và mỹ phẩm. Thuốc nano được đánh giá có nhiều ưu điểm so với thuốc truyền thống như cải thiện sinh khả dụng, đưa thuốc đến đích… Bài viết giới thiệu kết quả ứng dụng công nghệ vi chất lỏng trong sản xuất thuốc nano với sự hỗ trợ của bộ đảo trộn vi dòng. Với sự hỗ trợ của công nghệ mới này, quy mô sản xuất có thể mở rộng mà không cần thêm các bước phát triển quy trình khác.
Mở đầu
Sự phát triển của các dược phẩm nano đã và đang mang lại những bước tiến mới trong lĩnh vực chăm sóc sức khoẻ, trong đó có vai trò chủ đạo của các công thức thuốc dựa trên thành phần lipid. Phần lớn các sản phẩm này được sử dụng nhằm cải thiện quá trình phân phối thuốc và giảm các tác dụng phụ của thuốc. Để đạt được lợi ích này cần dựa vào việc kiểm soát kích thước hạt (<100 nm), tăng tải lượng thuốc, giảm tính thấm lớp màng kép, điện tích bề mặt gần trung hoà và/hoặc PEGyl hoá. Ngoài ra, để phân phối các loại thuốc phân tử nhỏ truyền thống, các hạt nano lipid có thể được sử dụng để phân phối các thuốc có bản chất nucleic acid.
Một ví dụ điển hình là thuốc Patisiran (Onphattro, Alnylam) lần đầu được Cục Quản lý Thực phẩm và Dược phẩm Hoa Kỳ (FDA) và Cơ quan Quản lý Dược phẩm châu Âu (EMA) chấp thuận vào năm 2018. Đây là một loại thuốc siRNA (RNA can thiệp kích thước nhỏ), có kích thước hạt nano lipid từ 60 đến 100 nm, có thể phân phối đến các tế bào gan. Các hạt nano được tạo ra từ siRNA và 4 loại tá dược lipid (DSPC, Cholesterol, DLin-MC3-DMA, DMG-PEG2000). Những tá dược lipid này sẽ liên kết với siRNA để tạo thành các hạt nano lipid giúp bảo vệ siRNA khỏi bị phân huỷ tức thời trong hệ tuần hoàn và cải thiện khả năng vận chuyển đến vị trí đích của gan.
Sản xuất thuốc liposome và thuốc nano có thành phần lipid
Thuốc liposome và thuốc nano lipid thường được sản xuất thông qua một chuỗi các phương pháp giảm kích thước hạt (ví dụ đồng hoá hay ép đùn) sau khi đã tạo các hạt lipid lớn nhờ quá trình hydrat hoá. Quy trình sản xuất này được thực hiện qua 5 bước: (1) Chuẩn bị hoạt chất (trong dung dịch đệm) và dung dịch lipid (trong ethanol); (2) Đảo trộn 2 dung dịch để hình thành nano lipid; (3) Siêu lọc, trao đổi đệm và cô đặc ban đầu; (4) Pha loãng tới nồng độ cuối cùng và lọc bỏ tạp chất; (5) Lọc tiệt trùng và chiết rót.
Sử dụng công nghệ vi chất lỏng để sản xuất thuốc nano
Công nghệ vi chất lỏng mang đến những cơ hội mới trong sản xuất liposome và các thuốc nano lipid với khả năng đảo trộn các chất lỏng nhanh chóng và có kiểm soát theo phương thức sản xuất nano lipid ở thuốc Onpattro. Cụ thể, trong sản xuất thuốc Onpattro các nhà sản xuất đã sử dụng các kênh dẫn vi chất lỏng giúp đẩy nhanh quá trình đảo trộn của lipid trong ethanol với siRNA trong môi trường pH thấp. Quá trình đảo trộn này giúp cho việc pha loãng ethanol nhanh chóng và hình thành hạt nano lipid mà không cần các bước giảm kích thước tiếp theo.
Nghiên cứu ban đầu của việc sử dụng đảo trộn vi chất lỏng để sản xuất liposome được mô tả bằng việc sử dụng thủy động lực học của chất béo được hoà tan trong nước trộn cồn giữa 2 dòng chất lỏng đi qua kênh dẫn vi chất lỏng. Quá trình này tạo ra các hạt liposome với việc kiểm soát kích thước thông qua điều khiển tốc độ dòng. Sử dụng hệ thống đảo trộn vi chất lỏng, lipid trong dung môi được đảo trộn với các hệ dung dịch đệm nước. Kết quả là độ phân cực được tăng lên và liposome được hình thành thông qua quá trình vi kết tủa của từng monomer thành những túi nhỏ. Quá trình này chịu ảnh hưởng bởi việc lựa chọn dung môi, nồng độ dung dịch đệm và tỷ lệ pha nước với cồn. Ví dụ, sử dụng các dung môi phân cực thấp dẫn đến tốc độ thay đổi phân cực trong quá trình đảo trộn giảm, kết quả sẽ tạo ra các hạt có kích thước lớn hơn. Tương tự, khi tăng tốc độ dòng của pha nước so với pha cồn sẽ làm giảm kích thước hạt liposome.
Thiết kế bộ đảo trộn vi dòng
Khi cân nhắc về dòng chảy đảo trộn, có thể có một hoặc hai cách: dòng chảy tầng (laminar flow) hoặc dòng chảy hỗn loạn (turbulent flow). Cả hai đều có thể xuất hiện dựa vào vận tốc dòng và độ nhớt của chất lỏng. Đảo trộn trong các dòng chảy lớn thường hỗn loạn. Trong khi đó, đảo trộn trong các dòng chảy nhỏ, dòng chảy tầng, ở các điều kiện tiêu chuẩn thường chỉ liên quan đến quá trình khuếch tán, dẫn đến kém hiệu quả. Do đó, để giải quyết vấn đề này, công nghệ đảo trộn vi dòng đã được tối ưu về cấu trúc và hình học kênh dẫn. Một số thiết kế phổ biến của bộ đảo trộn vi dòng là: hình xương cá so le (SHM), chữ T, chữ Y…
Có thể tạo ra sự đối xứng hỗn loạn bằng cách sử dụng bộ vi trộn có thiết kế SHM. Với thiết kế này, dòng chất lỏng có thể đi qua một dải các cấu trúc hình xương cá nhô ra tạo dòng chảy hỗn loạn với các xoáy ngang thay đổi liên tục do cấu trúc hình học không đối xứng. Điều đó giúp hiệu suất đảo trộn nhanh hơn, hiệu quả hơn và kích thước hạt đồng nhất hơn khi sử dụng để sản xuất liposome. Thiết kế này đã được sử dụng để tạo ra các liposome có thể kiểm soát kích thước bằng cách thay đổi tốc độ dòng chảy và tỷ lệ tốc độ dòng, được ứng dụng đối với phần lớn các thuốc nano sản xuất bằng công nghệ vi trộn. Tuy nhiên, thiết kế này có một số hạn chế như: cấu trúc xương cá cần có sự đồng nhất ở mức độ vi mô dẫn đến quá trình trở lên phức tạp và tốn kém. Ngoài ra, do cấu trúc đa chiều và hạn chế về mặt kích thước của các xương cá nên rất khó để đạt được tốc độ thông lượng đáp ứng được tiêu chuẩn GMP trong sản xuất thành phẩm.
Để giải quyết vấn đề này, một thiết kế thay thế dựa trên thiết kế bộ trộn hình xuyến (TrM) đã được phát triển bởi Hãng Precision NanoSystems (hình 1). Thiết kế của NanoSystems cho hiệu quả đảo trộn tương đương với dòng chảy ở tốc độ cao sử dụng cấu trúc hình tròn. Công nghệ này tạo ra các hỗn loạn đối lưu thông các vòng xoáy và lực ly tâm tạo ra bởi các cột bên trong cartridge, giúp cải thiện khả năng đảo trộn cũng như tăng thông lượng.
Kết quả so sánh phương pháp đảo trộn TrM với SHM cho thấy, các đặc tính hoá lý trên hai loại đảo trộn này không có sự thay đổi đáng kể về kích thước, chỉ số phân bố kích thước (PDI - polydispersity index) và thế zeta. Đồng thời có sự tương đương về các đặc tính quy trình sản xuất trên cả 2 công nghệ (kích thước hạt, PDI, tải lượng protein) khi sử dụng các thông số sản xuất về tỷ lệ tốc độ dòng và tốc độ dòng tổng khác nhau. Ngoài ra, việc lựa chọn loại dung môi và nồng độ lipid ban đầu trên cả 2 công nghệ đảo trộn SHM và TrM đều không có sự khác biệt đáng kể ở các thông số phân bố kích thước hạt và tải lượng protein.
Về đặc tính hình thái, cả 2 công nghệ SHM và TrM đều tạo ra được các túi lipid có kích thước nhỏ tương tự nhau. Kết quả hình ảnh cryo-TEM cho thấy, kích thước hạt liposome không thay đổi đáng kể cũng như khả năng thu hồi protein tương đương nhau (hình 2).
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)
Hình 2. Đặc điểm hình thái và khả năng thu hồi protein.
Thay lời kết
Để sản xuất liposome và các thuốc nano nói chung, các quy trình sản xuất nhanh chóng, hiệu quả kinh tế và có khả năng mở rộng quy mô là yêu cầu cấp thiết. Có hai hướng tiếp cận: “top-down” - tạo các hạt kích thước lớn rồi giảm kích thước hạt, hay “bottom-up” - tạo hạt nano được kiểm soát bởi việc kết tủa nano có kiểm soát. Công nghệ đảo trộn vi dòng có thể được sử dụng để đạt được yêu cầu này, đặc biệt các hệ đơn pha thường được sử dụng do tính đơn giản trong quy trình sản xuất. Phương pháp đảo trộn vi dòng đã được sử dụng ở nhiều loại thuốc nano khác nhau như liposome, hạt nano lipid, nano lipid rắn, nano polymer và liposome PEGyl hoá.
Khi mở rộng quy trình, để tăng tốc độ dòng mà vẫn kiểm soát được áp suất thích hợp, thường sẽ cần kênh dẫn có kích thước lớn hơn. Tuy nhiên, với một số thiết kế bộ trộn vi dòng, tính phức tạp của thiết kế sẽ là giới hạn tăng kích thước kênh dẫn lớn hơn để đảm bảo dòng chảy và điều kiện kết tủa nano. Với thiết kế hình học phẳng của bộ trộn dạng TrM thì những vấn đề này đã được giải quyết. Ngoài ra, một trong những điểm mạnh của công nghệ đảo trộn TrM là khả năng sản xuất ổn định không phụ thuộc vào quy mô nhỏ hay lớn. Với công nghệ mới này, quy mô sản xuất có thể mở rộng từ 12 đến 200 ml/phút mà không cần thêm các bước phát triển quy trình khác.
Với những ưu điểm nêu trên, công nghệ đảo trộn vi dòng TrM trên các hệ thống NxGen Ignite, NxGen Blaze, GMP System của Hãng Precision NanoSystems cho thấy tiềm năng to lớn trong việc sản xuất các loại thuốc nano từ quy mô phòng thí nghiệm đến sản xuất hàng hóa.
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