SOCIAL MEDIA

Wednesday, 5 February 2020

Mengenal Lebih Teknik Blurring

Ya Apa Itu Teknik Bluring?

Teknik ini adalah sebuah teknik yang bertujuan menangkap sebuah obyek bergerak sehingga obyek tersebut menjadi blur tetapi backgroundnya tidak blur. cara bluring yaitu dengan objek cepat dengan rana lambat tanpa menggerakan kamera mengikuti objek.

Hasil gambar blur mungkin sangat tidak bagus untuk dilihat, karena blur biasanya itu dihasilkan oleh seseorang yang bisa dikatakan belum bisa menggunakan kamera, entah itu tidak stabil saat mengambil gambar atau tidak fokus pada obyek. Tapi berbeda dengan teknik bluring, karena teknik ini memblurkan sebuah obyek agar membuat kesan objek itu bergerak cepat, dan dalam bluring tidak semua obyek kita buat blur.

Salah satu cara agar sebuah obyek terkesan bergerak dengan cepat yaitu dengan memnbiarkan obyek tersebut blur.utuk membuat obyek jadi blur kita membutuhkan kecepatan rana rendah. Kecepatan rana tergantung dari beberapa faktor, kecepatan objek foto menjadi faktor utama. contoh seseorang bersepeda membutuhkan rana 1/125 detik untuk membuatnya menjadi blur tapi kita hanya membutuhkan rana 1/15 detik utnuk membuat obyek orang berjalan menjadi blur.

Salah satu faktor lainya yaitu arah gerak obyek dan jaraknya
Obyek terdekat yang bergerak akan lebih blur dari obyek yang jauh, obyek yang bergerak kesamping pun akan terlihat blur lebih cepat dari obyek yang bergerak frontal dari kamera.


data:image/jpeg;base64,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
https://pxhere.com/id/photo/1245251

Ada bebrapa tips untuk menggunakan teknik blurring

1. POSISI OBJEK

Tips pertama yaitu kita harus membuat posisi objek cukup jauh dari latar belakang, tujuannya agar latar belakang yang kita foto blur, karena semakin jauh latar belakang semakin blur gambarnya

2. KECEPATAN RANA

Kedua kita harus menyesusaikan kecepatan rana dengan apa yang menjadi objek kita, karena jika tidak sesuai maka foto blurringnya tidak akan sesuai dan jelek

3, SUDUT PANDANG

Sebagai seorang foto hrafer kitajuga harus bisa mencari sudut pandang yang tepat agar foto menjadi semakin blurring

4. MAKSIMALKAN ZOOM LENSA

Yang terakhir maksimalkan zoom lensa, contoh jika mempunyai lensa 18-55mm, maka kita set zoom sampai ke maksimal.


Itu tadi bebrapa tips dan pengertian blurring yang aku tahu, jika ada yang kurang, silahkan komen ya. terima kasih jangan lupa share, karena dengan share maka kita berbagi

No comments:

Post a Comment