Anamorphic Desqueeze Calculator
Calculation Results
Formula Explanation: The calculator first determines the desqueezed width by multiplying your captured footage width by the anamorphic desqueeze factor. The desqueezed height remains the same as your captured height. The final aspect ratio is then calculated by dividing the desqueezed width by the desqueezed height. We also provide recommended cropping dimensions to achieve a standard 2.39:1 cinematic aspect ratio.
Common Anamorphic Lens Desqueeze Factors & Output Ratios
Understanding how different anamorphic lenses desqueeze is crucial for planning your shoot and post-production. This table illustrates typical desqueeze factors and the resulting common aspect ratios from a 16:9 (1.78:1) captured sensor area.
| Desqueeze Factor | Typical Lenses | Captured Aspect Ratio (Example) | Desqueezed Aspect Ratio (Numerical) | Desqueezed Aspect Ratio (Common) |
|---|---|---|---|---|
| 1.25x | Kowa, SLR Magic | 16:9 (1.78:1) | 2.22:1 | ~2.2:1 |
| 1.33x | Sirui, SLR Magic | 16:9 (1.78:1) | 2.36:1 | ~2.35:1 / 2.39:1 |
| 1.5x | Vazen, Atlas Orion | 16:9 (1.78:1) | 2.67:1 | ~2.66:1 |
| 1.6x | Laowa, Great Joy | 16:9 (1.78:1) | 2.84:1 | ~2.8:1 |
| 1.8x | Atlas Orion, Cooke | 16:9 (1.78:1) | 3.20:1 | ~3.2:1 |
| 2.0x | LOMO, Hawk, Todd-AO | 16:9 (1.78:1) | 3.56:1 | ~3.55:1 / 3.56:1 |
| 2.0x | LOMO, Hawk, Todd-AO | 4:3 (1.33:1) | 2.66:1 | ~2.66:1 |
Anamorphic Desqueeze Factor vs. Final Aspect Ratio
This chart visualizes how different anamorphic desqueeze factors impact the final aspect ratio, for both a 16:9 and a 4:3 captured sensor area. Note how a 2.0x desqueeze on a 4:3 sensor yields a similar aspect ratio to a 1.33x desqueeze on a 16:9 sensor, both popular for 2.39:1 output.
X-axis: Anamorphic Desqueeze Factor | Y-axis: Final Desqueezed Aspect Ratio
What is an Anamorphic Desqueeze Calculator?
An anamorphic desqueeze calculator is a specialized tool used by filmmakers, videographers, and cinematographers to determine the final, corrected aspect ratio and dimensions of footage shot with anamorphic lenses. Anamorphic lenses optically compress a wider field of view horizontally onto a standard sensor or film frame. During playback or editing, this compressed image must be "desqueezed" or stretched horizontally to restore the correct proportions, revealing the intended widescreen cinematic look.
This calculator helps you understand what your final aspect ratio will be after desqueezing, based on your camera's captured resolution and your lens's specific desqueeze factor. It's crucial for planning your shoot, setting up your monitor's desqueeze preview, and ensuring accurate framing and cropping in post-production. Without proper calculation, your final output could appear stretched, distorted, or incorrectly cropped.
Who Should Use This Anamorphic Desqueeze Calculator?
- Filmmakers & Cinematographers: To plan shots, understand framing, and ensure their desired cinematic look is achieved.
- Video Editors & Post-Production Artists: To correctly desqueeze footage, apply appropriate cropping, and prepare for final delivery.
- Camera Assistants & DITs: To set up on-set monitoring with the correct desqueeze preview.
- Enthusiasts & Students: To learn and experiment with anamorphic workflows and aspect ratios.
Common Misunderstandings
A frequent misunderstanding is simply stretching the image without considering the exact desqueeze factor. Each anamorphic lens has a precise compression ratio (e.g., 1.33x, 1.5x, 2.0x). Applying the wrong desqueeze factor will result in an image that is either too wide or too narrow, distorting objects and faces. This calculator ensures you apply the correct ratio for a natural, uncompressed look.
Anamorphic Desqueeze Formula and Explanation
The core principle of anamorphic desqueezing is to reverse the horizontal compression introduced by the anamorphic lens. The vertical dimension remains unchanged. The formulas are straightforward:
- Desqueezed Width (pixels) = Captured Footage Width × Anamorphic Desqueeze Factor
- Desqueezed Height (pixels) = Captured Footage Height
- Desqueezed Aspect Ratio (Numerical) = Desqueezed Width ÷ Desqueezed Height
From the numerical aspect ratio, we can then express it in more common filmmaking formats like 2.39:1 or 2.40:1.
Variables Explained
| Variable | Meaning | Unit | Typical Range |
|---|---|---|---|
| Captured Footage Width | The horizontal resolution of your video recording. | Pixels | 1920 to 8192 |
| Captured Footage Height | The vertical resolution of your video recording. | Pixels | 1080 to 4320 |
| Anamorphic Desqueeze Factor | The optical compression ratio of your anamorphic lens. | Unitless ratio (e.g., 1.33x, 2.0x) | 1.25 to 2.0 |
| Desqueezed Width | The final horizontal resolution after desqueezing. | Pixels | Varies |
| Desqueezed Height | The final vertical resolution after desqueezing. | Pixels | Same as Captured Height |
| Desqueezed Aspect Ratio | The final aspect ratio of your desqueezed footage. | Unitless ratio (e.g., 2.39:1) | 1.85:1 to 3.56:1+ |
Practical Examples of Anamorphic Desqueeze
Let's walk through a couple of common scenarios to illustrate how the anamorphic desqueeze calculator works.
Example 1: Standard 16:9 Capture with a 2x Anamorphic Lens
Imagine you're shooting on a camera that records in 16:9 (1.78:1) aspect ratio, such as 1920x1080, and you're using a classic 2x anamorphic lens.
- Inputs:
- Captured Footage Width: 1920 pixels
- Captured Footage Height: 1080 pixels
- Anamorphic Desqueeze Factor: 2.0x
- Calculation:
- Desqueezed Width = 1920 × 2.0 = 3840 pixels
- Desqueezed Height = 1080 pixels
- Desqueezed Aspect Ratio = 3840 ÷ 1080 = 3.555...:1
- Results:
- Desqueezed Width: 3840 pixels
- Desqueezed Height: 1080 pixels
- Desqueezed Aspect Ratio: Approximately 3.56:1
This result shows a very wide aspect ratio. To achieve a more standard cinematic look like 2.39:1, you would typically crop the sides of this extremely wide image in post-production.
Example 2: Open Gate 4:3 Capture with a 1.33x Anamorphic Lens
Some cameras allow for "Open Gate" recording, utilizing the full sensor, often resulting in a 4:3 (1.33:1) aspect ratio capture. Let's say you're capturing 2880x2160 (a common 4:3 resolution) with a 1.33x anamorphic lens.
- Inputs:
- Captured Footage Width: 2880 pixels
- Captured Footage Height: 2160 pixels
- Anamorphic Desqueeze Factor: 1.33x
- Calculation:
- Desqueezed Width = 2880 × 1.33 = 3830.4 pixels (round to 3830)
- Desqueezed Height = 2160 pixels
- Desqueezed Aspect Ratio = 3830 ÷ 2160 = 1.773...:1
- Results:
- Desqueezed Width: 3830 pixels
- Desqueezed Height: 2160 pixels
- Desqueezed Aspect Ratio: Approximately 1.77:1 (close to 16:9)
This example shows that a 1.33x lens on a 4:3 sensor (1.33:1) yields roughly a 1.77:1 (16:9) aspect ratio. This is a common setup for achieving a wider 2.39:1 aspect ratio by cropping the top and bottom of the 1.77:1 image. It's important to note that a 1.33x lens on a 16:9 sensor (1.78:1) yields approximately 2.36:1, which is very close to the standard 2.39:1 cinematic ratio without significant cropping.
How to Use This Anamorphic Desqueeze Calculator
Using our anamorphic desqueeze calculator is simple and intuitive. Follow these steps to get accurate results for your anamorphic footage:
- Enter Captured Footage Width: In the "Captured Footage Width" field, input the horizontal resolution (in pixels) at which your camera recorded the footage. For example, if you shot in 4K DCI, this might be 4096. For Full HD, it's typically 1920.
- Enter Captured Footage Height: Similarly, enter the vertical resolution (in pixels) of your recorded footage into the "Captured Footage Height" field. For 4K DCI, this could be 2160; for Full HD, 1080.
- Select Anamorphic Desqueeze Factor: Choose your anamorphic lens's desqueeze factor from the dropdown menu. Common factors like 1.33x, 1.5x, and 2.0x are provided. If your lens has a different factor, select "Other..." and enter the precise value in the new input field that appears.
- View Results: As you adjust the inputs, the calculator will automatically update the "Calculation Results" section. You'll see:
- Desqueezed Width: The final horizontal pixel count after stretching.
- Desqueezed Aspect Ratio (Numerical): The exact ratio (e.g., 2.39).
- Desqueezed Aspect Ratio (Common): The ratio expressed in a familiar format (e.g., 2.39:1 or 2.40:1).
- Intermediate values like Desqueezed Height, Original Captured Aspect Ratio, and Pixel Aspect Ratio.
- Recommended cropping dimensions for a standard 2.39:1 output.
- Interpret Results: The primary highlighted results show you the true dimensions and aspect ratio of your footage once it's correctly desqueezed. This helps you confirm if your captured resolution and lens choice will deliver your desired cinematic look. The recommended cropping dimensions are useful for planning your final output frame.
- Copy Results: Use the "Copy Results" button to quickly grab all the calculated values for your notes or post-production workflow.
- Reset: The "Reset" button will clear all inputs and restore the calculator to its default values.
By using this tool, you can eliminate guesswork and ensure your aspect ratios in filmmaking are always precise.
Key Factors That Affect Anamorphic Desqueeze
While the anamorphic desqueeze calculation itself is straightforward, several factors influence the final image and your workflow when shooting with anamorphic lenses. Understanding these can help you achieve the best results.
- Anamorphic Lens Desqueeze Factor: This is the most critical factor. Lenses come in various factors (1.25x, 1.33x, 1.5x, 1.6x, 1.8x, 2.0x). A 2.0x lens compresses twice as much horizontally as a 1.0x spherical lens, meaning it needs to be stretched 2x in post. A 1.33x lens needs less stretching. The factor directly dictates the final desqueezed width and aspect ratio.
- Camera Sensor/Capture Aspect Ratio: The native aspect ratio of your camera's sensor or the crop mode you're using (e.g., 16:9, 4:3, Open Gate) significantly impacts the starting point. For instance, a 2x anamorphic lens on a 4:3 sensor (1.33:1) will yield a final aspect ratio of approximately 2.66:1, whereas the same lens on a 16:9 sensor (1.78:1) will result in about 3.56:1.
- Desired Output Aspect Ratio: Most filmmakers aim for standard cinematic ratios like 2.39:1 (often rounded to 2.40:1) or 1.85:1. Your captured and desqueezed footage might be wider than this, requiring strategic cropping in post-production.
- Pixel Aspect Ratio (PAR): For modern digital video, PAR is almost always 1:1 (square pixels). However, in older video formats or some niche workflows, non-square pixels could be a factor, requiring additional consideration. Our calculator assumes 1:1 PAR.
- Post-Production Workflow: The choice of editing software and your post-production workflow will affect how you handle desqueezing. Most NLEs (Non-Linear Editors) have built-in tools or plugins to desqueeze footage. You'll then decide whether to crop to a standard aspect ratio or embrace the wider frame.
- Optical Characteristics of Anamorphic Lenses: Beyond the desqueeze factor, anamorphic lenses have unique optical qualities like oval bokeh, lens flares, and slight edge distortions. These are part of the desired "anamorphic look" and are not affected by the desqueeze calculation, but they are crucial lens characteristics that influence the final image.
- Monitoring During Production: Accurate on-set monitoring is essential. Many external monitors and camera viewfinders have a built-in desqueeze function, allowing the crew to see the desqueezed image in real-time, aiding in framing and composition. Ensuring this preview matches your lens's factor is vital.
Frequently Asked Questions About Anamorphic Desqueeze
Q1: What exactly is anamorphic desqueeze?
A: Anamorphic desqueeze is the process of horizontally stretching compressed video footage shot with an anamorphic lens. Anamorphic lenses optically squeeze a wider field of view into a standard sensor's frame during recording. Desqueezing reverses this compression, restoring the image to its natural proportions and revealing the intended widescreen aspect ratio.
Q2: Why do I need to desqueeze anamorphic footage?
A: You need to desqueeze anamorphic footage to correct the distorted, vertically stretched appearance it has when recorded. Without desqueezing, everything in your image (people, objects, circles) will look tall and thin. Desqueezing returns the image to its proper horizontal scale, making everything look normal and achieving the desired cinematic widescreen look.
Q3: What's a common anamorphic desqueeze factor?
A: The most common anamorphic desqueeze factors are 1.33x and 2.0x. A 2.0x lens offers the most extreme compression and the most pronounced anamorphic characteristics, often used with 4:3 sensors. A 1.33x lens is less extreme and often paired with 16:9 sensors to achieve a similar final widescreen aspect ratio like 2.39:1.
Q4: Can I "desqueeze" regular (spherical) footage to make it wider?
A: No, you cannot "desqueeze" regular spherical footage in the same way. Spherical lenses do not optically compress the image. If you horizontally stretch spherical footage, you will simply distort it, making everything look wide and fat, without gaining any additional horizontal field of view. Anamorphic desqueeze is specifically for footage that was *optically compressed* by an anamorphic lens.
Q5: Does desqueezing anamorphic footage lose resolution?
A: Desqueezing itself does not inherently "lose" resolution in the traditional sense, but it re-distributes pixels. The horizontal pixel count effectively increases (or rather, the existing pixels are spread out over a wider area), while the vertical pixel count remains the same. If your final output requires cropping to a specific aspect ratio (e.g., 2.39:1), then you will be discarding pixels from the top/bottom or sides, which effectively reduces the final delivered resolution.
Q6: How do I know my anamorphic lens's desqueeze factor?
A: The desqueeze factor is usually printed on the lens barrel (e.g., "Anamorphic 2x," "1.33x"). If not, check the lens manufacturer's specifications or documentation. It's a fundamental characteristic of the lens's optical design.
Q7: What is the difference between 1.33x and 2x anamorphic?
A: The main difference is the degree of horizontal compression. A 2x lens compresses the image twice as much horizontally as a spherical lens, requiring a 2x stretch in post. A 1.33x lens compresses 1.33 times. This means 2x lenses produce more pronounced anamorphic characteristics (oval bokeh, flares) and yield extremely wide aspect ratios, especially on 16:9 sensors. 1.33x lenses are often preferred for 16:9 sensors to achieve a 2.39:1 output with minimal cropping.
Q8: What is "Open Gate" anamorphic shooting?
A: "Open Gate" refers to utilizing the camera sensor's full imaging area, often resulting in a taller aspect ratio capture (e.g., 4:3 or 3:2), rather than a cropped 16:9 frame. When shooting anamorphic Open Gate, you capture more vertical information, which can be beneficial for reframing or achieving very wide aspect ratios with 2x anamorphic lenses. For example, a 2x anamorphic lens on a 4:3 Open Gate sensor will desqueeze to a 2.66:1 aspect ratio, which can then be cropped to 2.39:1 or 2.40:1.