Lexar NS100 1TB 2.5” SATA III
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Cải thiện hiệu suất máy tính của bạn
Cải thiện hiệu suất hệ thống hiện tại của bạn với ổ cứng thể rắn (SSD) Lexar ® NS100 2.5” SATA III (6Gb/s). Bản nâng cấp dễ dàng này mang đến cho bạn khả năng khởi động, thời gian tải ứng dụng và truyền dữ liệu nhanh hơn, biến máy tính cũ của bạn từ khủng long thành máy phát điện với tốc độ đọc lên tới 550MB/s. Nó cũng mát hơn, êm hơn và sử dụng ít pin hơn so với ổ đĩa cứng truyền thống.
![](https://www.lexar.com/wp-content/uploads/product_images/ns100_feature_1.jpg)
Tăng sức mạnh cho Laptop hoặc PC của bạn
Với SSD NS100, bạn có thể tiết kiệm thời gian và tiền bạc bằng cách nâng cấp máy tính xách tay hoặc PC của mình. Với hiệu suất được cải thiện và tốc độ đọc lên tới 550 MB/giây , nó sẽ giúp việc khởi động, truyền dữ liệu và thời gian tải ứng dụng trở nên dễ dàng.
![](https://www.lexar.com/wp-content/uploads/product_images/ns100_feature_2.jpg)
Hiệu suất ấn tượng
SSD NS100 giúp máy tính của bạn không phải lo lắng về hiệu suất khi sử dụng ổ cứng truyền thống cũ và cho phép nó chiếm vị trí trung tâm với tốc độ và không gian lưu trữ lớn hơn bao giờ hết.
![](https://www.lexar.com/wp-content/uploads/product_images/ns100_feature_3.jpg)
Thiết kế tiên tiến
Không giống như các ổ đĩa cứng truyền thống, SSD NS100 không có bộ phận chuyển động nên bền hơn và ít hỏng hóc hơn. Thêm vào đó, nó có khả năng chống sốc và rung, đồng thời bạn có một ổ SSD mạnh mẽ và đáng tin cậy để lưu trữ và hiển thị an toàn dữ liệu, ảnh và video 4K kích thước lớn.
![](https://www.lexar.com/wp-content/uploads/product_images/ns100_feature_4.jpg)
Đã qua kiểm tra nghiêm ngặt
Tất cả các sản phẩm của Lexar đều trải qua quá trình thử nghiệm rộng rãi trong Phòng thí nghiệm chất lượng của Lexar, với cơ sở vật chất với hàng nghìn máy ảnh và thiết bị kỹ thuật số khác nhau để đảm bảo hiệu suất, chất lượng, khả năng tương thích và độ tin cậy.
![](https://www.lexar.com/wp-content/uploads/product_images/633sd_feature_8.jpg)