Different focal length effects for photography work
Different focal lengths of the lens had the following effects on the photography effect: ** 1. Viewing angle (shooting range)** 1. ** Super wide-angle lens (less than 24mm)** - The visual angle was very large, and it could shoot a small space very big. It was suitable for shooting buildings and scenery, and it had an advantage in shooting in a small space. Some ultra-wide-angle lenses would produce an abstract or distorted space effect. For example, a fisheye lens could make a flat surface look like a planet. 2. ** Standard wide-angle lens (24mm-28mm)** - The angle of view was slightly smaller than that of the super wide-angle lens. It was mainly used to shoot scenery and could get a wide banner image. The effect was similar to the super wide-angle lens but not as wide as the super wide-angle lens. 3. ** Normal wide-angle lens (35mm)** - It was called the Master Focus or Humanistic Eye Perspective by photography enthusiasts. It was suitable for taking cultural photos. It could include the background and express the relationship between people and the environment. It was also used frequently by commercial photographers when taking portraits. 4. ** Standard lens (38mm-58mm, 50mm for 135mm full-frame cameras)** - The angle of view was close to the visual effect of the human eye. The picture looked real and natural without perspective distortion. It was suitable for shooting cultural scenes. At the same time, it had a good background blurring effect and was also suitable for portrait shooting. It was often recommended as a focal length lens for beginners to learn. 5. ** Medium focal length lens (50mm-135mm)** - The angle of view was smaller than the standard lens, and the 85mm-105mm stage was the favorite of portrait photographers. The perspective distortion was not obvious at this focal length, and the depth of field was relatively small. 6. ** Telephoto lens (135mm and 300mm is super telephoto)** - The angle of view was very small. It was suitable for shooting birds, lotus flowers, sports, and other objects that needed to be shot at a relative distance with good clarity and effect. It had the perspective effect of compressing space, and the depth of field was also smaller. ** 2. Depth-of-field effect (the clear range in the photo)** 1. ** Wide-angle lens (including super wide-angle lens)** - The depth of field was relatively large, and the clear range of the shot was large. 2. ** Standard Shot ** - It had a good background blurring effect, and the 50mm lens could show this effect when shooting portraits. 3. ** Medium focus lens (such as 85mm-105mm portrait lens)** - The depth of field was relatively small, and it could shoot close-up portraits with better background blurring effects. 4. ** Telephoto lens ** - The depth of field was even smaller. For example, 200mm and 300mm telephoto lenses could blur the background and highlight the subject. ** 3. Perspective of relationships (near, big, far, small)** 1. ** Wide-angle lens (including super wide-angle lens)** - Due to the large angle of view, the perspective effect of the image would be more exaggerated. An object close to the lens would look much larger than an object of the same size in the distance. The shorter the focal length, the greater the degree of distortion. 2. ** Standard Shot ** - The x-ray effect was the closest to the human eye, and there would be no x-ray distortion. 3. ** Mid focus lens ** - The x-ray vision distortion was not obvious. 4. ** Telephoto lens ** - It had the x-ray effect of compressing space, making objects near and far seem closer. Read more exciting novels for free
objective focal length
The focal length of an objective lens is an important factor in an optical system. There were many methods to measure the focal length of an objective lens. The fixed-focal length collimator method had a large measurement range and high accuracy. The relative error was generally less than 1%. It was a commonly used measurement method. In a telescope, the multiplying power was equal to the focal length of the objective lens divided by the focal length of the eyepieces. In terms of aperture, the F value was the ratio of the focal length of the objective lens (f) to the perimeter of the entrance pupil (D). Different types of telescopes or instruments had different focal length values of the objective lens. For example, the focal length of an astronomical telescope was 400mm, and the focal length of the objective lens of the ZWJ - 851 Collimator was 200mm. <a href="/?from=ask_words" style="color:red" target="_blank">Read more exciting novels for free</a>
On the application of focal length
In the field of photography, focal length was widely used. When shooting portraits, different focal lengths would produce different effects. For example, a focal length of 85mm was a better choice for close-up portraits, which could show a more natural facial features ratio. When shooting close-up portraits with a focal length of 17mm (a wide-angle focal length), the parts close to the lens such as the mouth, nose, and arms would be magnified, easily deformed, and the ratio of the character to the background would be exaggerated. As the focal length increased, the ratio of the character to the background would become more natural, the distance between the five facial features would be shortened, and the face would become flatter. The hairstyle would look thicker, and the face would not be so sharp. For the lens label, if the focal length label on the lens had two numbers (such as 17 - 40mm), it meant that it was a zoom lens, covering the focal length from 17mm to 40mm; if there was only one number (such as 50mm), it was a fixed-focus lens. The smaller the number, the shorter the focal length, the wider the angle of view, and the wider the viewing range. The picture could accommodate more elements but the proportion of each element was small. The larger the number, the longer the focal length, the narrower the angle of view, and the narrower the viewing range. The picture could accommodate fewer elements but the proportion of each element was larger. In some simple self-made microscopes (such as the glue stick microscope with an adjusted focal length), the focal length needed to be adjusted to observe the object (such as garlic film). <a href="/?from=ask_words" style="color:red" target="_blank">Read more exciting novels for free</a>
Normal focal length of glasses
Normal glasses included short-sighted glasses and far-sighted glasses (presbyopic glasses). The focal length was related to the degree of the glasses. For short-sighted glasses, the degree and focal length were in an inverse relationship, that is, the shorter the focal length, the higher the degree. For long-sighted glasses (presbyopic glasses), the degree of the concave lens (far-sighted lens) was positive, and there was a similar relationship between the degree and focal length. To be specific, the power of the lens was equal to 100 divided by the focal length (in meters). For example, a 100-degree spectacles would have a focal length of 1 meter. However, it was not clear whether "normal glasses" were short-sighted or farsighted, so it was impossible to determine a specific focal length value. This was because different degrees of glasses had different focal lengths. From correcting mild vision problems to high vision problems, the focal length would vary greatly. <a href="/?from=ask_words" style="color:red" target="_blank">Read more exciting novels for free</a>
Staircase camera focal length
For a relatively narrow environment such as stairs, a 2.8mm focal length camera could generally be used. Its field of view was larger and the range that could be seen was the largest. <a href="/?from=ask_words" style="color:red" target="_blank">Read more exciting novels for free</a>
How big is the focal length of the monitor?
The focus of the monitor depended on a number of factors. First, he had to consider the scope of surveillance. If the monitoring range is small and the viewing angle is large, such as a family living room, small shops, etc., you can choose a surveillance camera with a smaller focal length. For example, a camera with a 3.6mm or 4mm focal length can have a viewing angle of 75°-90 °, and the effective monitoring distance can reach more than 5 meters, covering a space of 40 - 80 square meters. If the monitoring range is large, such as a space of 10m × 10m, you need to choose a surveillance camera with a larger focal length. Secondly, pay attention to the size of the scene to be monitored, the distance between the camera and the scene, and the size of the camera's imaging device (such as 1/3", 1/2", 2/3", or 1"). The appropriate focal length can be determined by the calculation method f = vD/V or f = hD/H (where f represents the focal length, f = vD/V: v represents the vertical height of the CCD-target surface, D represents the distance from the lens to the scene, and V represents the height of the observed object;f = hD/H: h represents the horizontal width of the CCD-target surface, D represents the distance from the lens to the scene, and H represents the width of the observed object). In addition, different focal lengths had different shooting effects. The larger the focal length, the farther the view, but the smaller the field of view. The smaller the focal length, the closer the view, and the larger the field of view. At the same distance, the larger the focal length, the smaller the angle of view, but the clearer the relative details. At the same focal length, the further the distance, the wider the angle of view, but the lower the degree of recognition. If one wanted to see a human face or figure clearly, the further the distance, the greater the focal length needed. <a href="/?from=ask_words" style="color:red" target="_blank">Read more exciting novels for free</a>
How to calculate the focal length of glasses
The power of the glasses was multiplied by the focal power by 100 (focal power refers to the inverse of the focal length, and the unit of focal length is meters), that is, the power = 1/f × 100. From this, the focal length f = 100/degrees (meters) could be derived. For example, a pair of 400-degree glasses would have a focal power of <i>= 400/100 = 4, and a focal length of f = 1/4 = 0.25m = 25cm. <a href="/?from=ask_words" style="color:red" target="_blank">Read more exciting novels for free</a>
Laser engraving machine focal length
In the laser engraving machine, the focal length is the distance from the center of the lens to the focal point of the light. For example, the focal length of the 3DJQL- * 00L series laser engraving machine was 960 - 1440mm. In the laser marking equipment, after the laser was shaped by the laser, it would illuminate the focusing field lens (usually a concave lens) with a parallel beam. The concave lens would be refracted by the optical refraction to focus the parallel beam onto a focal point, forming a focal surface. The vertical distance from the center of the concave lens to the focal surface was the focal length, which was generally represented by F =. Most of the laser equipment's matching focusing field lens would have a label on it. <a href="/?from=ask_words" style="color:red" target="_blank">Read more exciting novels for free</a>
90 focal length lens group photo
When taking group photos, a 90mm focal length lens was a more suitable choice. The standard lens had many advantages when taking group photos, such as the smallest distortion and the closest to the human eye's visual perception. When using a 120 medium format 6×7 camera to take a group photo of more than 500 people, using a 90mm lens could achieve better results. However, when using this focal length lens to take a group photo, one also had to consider other factors such as shooting distance, aperture, shooting time, queue position, etc., in order to take the ideal group photo. For example, it is recommended to choose soft natural light when shooting, such as 9 - 10 a.m. or 4 - 5 p.m.(It needs to be adjusted according to the season and regional differences). It is best to use a cloudy morning, and the direction of the light is best to be in the light. In terms of queue position, when there are more people, they can be arranged in a square array (for example, 50 - 100 people can be arranged in 4 - 5 rows). The height of the front and back rows should be reasonably arranged by chairs, stools, steps, etc. to avoid blocking. It is recommended to use a small aperture such as F11 or F16 (different cameras may have different aperture ranges). <a href="/?from=ask_words" style="color:red" target="_blank">Read more exciting novels for free</a>
How to choose the focal length of the surveillance camera
The following aspects could be considered when selecting the monitoring focal length: * * 1. Choose according to the monitoring range ** 1. * * Small monitoring range and large viewing angle **: For example, in a family living room or small shops, you can choose a surveillance camera with a smaller focal length. For example, a camera with a focal length of 3.6mm or 4mm can have a viewing angle of 75 °-90 °, an effective monitoring distance of more than 5 meters, and can cover a space of 40 - 80 square meters. 2. * * Large monitoring range (10m * 10m or more)**: You need to choose a surveillance camera with a larger focal length, but a larger focal length will reduce the monitoring angle. To achieve complete monitoring, you can consider using a cloud platform ball machine or installing multiple surveillance cameras. 3. * * Surveillance range is fixed and very far away (such as monitoring a parking lot 30 meters away)**: You need to choose a camera with a larger focal length, such as a surveillance camera with a 12mm or higher. * * 2. Choose based on the usage scenario ** 1. * * Narrow space (such as garage, storage room, etc.)**: It is recommended to choose 2.8mm focal length, and the best monitoring distance is within 3 meters. 2. * * Home or small shop environment **: It is recommended to choose 4 mm focal length, and the best monitoring distance is 3 - 5 m. 3. * * Family courtyard, balcony, doorway, etc. **: 6mm focal length is recommended. 4. * * A wide outdoor area without high requirements for details **: A camera with a 4mm focal length is more suitable. 5. * * Need to capture detailed information from a distance (such as license plate number or facial features)**: A camera with an 8mm focal length is more suitable. In addition, the field of view of the surveillance camera is determined by the width, height, and distance from the surveillance camera. Once the scene to be monitored is determined, the correct choice of the focal length of the lens is also affected by the size of the scene to be monitored, the distance between the camera and the scene, and the size of the camera imagers (such as 1/3 ", 1/2", 2/3 "or 1 "). The calculation method is: f = vD/V or f = hD/H (where, f represents the focal length. When f = vD/V, v represents the vertical height of the CCD-target surface, D represents the distance from the lens to the scene, and V represents the height of the object being observed; when f = hD/H, h represents the horizontal width of the CCD-target surface, D represents the distance from the lens to the scene, and H represents the width of the object being observed). After calculating the focal length value, if there was no corresponding focal length lens, one could choose a similar model according to the product catalog. Generally, one would choose a smaller lens than the calculated value, so that the viewing angle would be larger. <a href="/?from=ask_words" style="color:red" target="_blank">Read more exciting novels for free</a>
How to measure the focal length of a laser lens
The focal length of the laser lens was measured as follows: 1. ** Experimental measurement method ** - ** Roughly measure the focal length of the concave lens (uncertainty not calculated)**: clearly image an object in the distance (such as the scenery outside the window or a lit table lamp more than 5 meters away in the room) on the image screen. Move the lens back and forth, and measure the distance between the concave lens and the image screen with a steel ruler. This distance is the focal length of the lens. The reading is accurate to millimeters. It is not estimated below 1 mm. - ** Measuring the focal length of the concave lens by the two-time imaging method (estimated reading: 1/2 mm, uncertainty not calculated)**: Place the object screen and the image screen on the optical bench, so that the distance between the object screen and the image screen is greater than 4 times the focal length of the lens. The distance between the object screen and the image screen was kept constant, and the concave lens was moved. The positions of the concave lens corresponding to the magnified image and the reduced image were recorded clearly on the image screen, and the focal length of the concave lens was calculated after multiple measurements. - ** Measuring the focal length of a concave lens by auto-alignment ** - ** Manual reading (uncertainty limit 0.1mm, estimated reading 1/2 division value (mm))**: Put the light source, object screen, concave lens, and reflective mirror on the optical bench in turn, move the concave lens until a clear image is seen on the object screen (the method to determine that it is a self-aligned image depends on the specific experimental situation), and record the position of the object screen and the concave lens; then rotate the concave lens around the support by 180°, repeat the above measurement, and finally calculate the focal length and uncertainty of the concave lens. - ** Laser ranging (uncertainty limit 0.2mm, minimum indication value 1mm, no estimation)**: Similarly, place the light source, object screen, concave lens, and reflective mirror on the optical bench in order. Move the concave lens until a clear image appears on the object screen. Record the position of the object screen and the concave lens. Then rotate the concave lens 180° around the support and measure again to calculate the focal length. 2. ** Calculating using optical principles **: For an ideal thin lens, the formula can be used according to the curvature radius and refraction index of the lens.(f = \frac{(n -1) \times R}{2}\)(where <f> is the focal length,<n> is the refraction index of the lens material, and <R> is the radius of curvature of the lens). For thick lenses, the thickness of the lens and the curvature radius of the two surfaces need to be considered.(<frac{1}{f} = (n-1) (<frac{1}{R1} -<frac{1}{R2} -<frac{(n - 1)d}{nR1R2})>)>, where <R1> and <R2> are the curvatures of the two surfaces of the lens, and <d> is the thickness of the lens.) 3. ** Determined according to the characteristics of the laser resonant cavity **: In the laser system, the focal length of the laser resonant cavity is related to the mode radius and the optical wavelength of the laser crystal. The focal length of the thermal lens can be determined by measuring the output power of the laser, but this process involves the influence of the thermal effect of the laser on the parameters. 4. ** Use optical design software **: In modern optical design, professional optical design software can be used to help calculate the focal length. These software can simulate the path of light in the lens and accurately calculate the focal length. <a href="/?from=ask_words" style="color:red" target="_blank">Read more exciting novels for free</a>