Depth of Field Equation:
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Depth of Field (DOF) is the distance between the nearest and farthest objects in a scene that appear acceptably sharp in an image. It is an important concept in photography and optics.
The calculator uses the Depth of Field equation:
Where:
Explanation: The equation shows that depth of field increases with larger f-numbers, larger circles of confusion, and greater subject distances, while it decreases with longer focal lengths.
Details: Understanding and controlling depth of field is crucial for photographers and cinematographers to achieve desired creative effects, from sharp landscapes to portraits with blurred backgrounds.
Tips: Enter all values in consistent units. Typical circle of confusion values are around 0.029mm for full-frame cameras, but vary by sensor size. All values must be positive numbers.
Q1: What factors affect depth of field?
A: Depth of field is affected by aperture (f-number), focal length, subject distance, and the acceptable circle of confusion.
Q2: How does aperture affect DOF?
A: Larger f-numbers (smaller apertures) increase DOF, while smaller f-numbers (larger apertures) decrease DOF.
Q3: Why is circle of confusion important?
A: It determines what we consider "acceptably sharp" and varies based on viewing conditions and sensor size.
Q4: How does focal length impact DOF?
A: Longer focal lengths decrease DOF when shooting the same subject at the same distance, while wider angles increase it.
Q5: Can DOF be infinite?
A: Yes, when the far limit of DOF extends to infinity, this is called the hyperfocal distance.