constant or variable frame rate of GoPro Hero 3?

Are the recordings of a GoPro Hero 3 camera at 60 fps with constant or variable frame rate? How can I verify that the corresponding mp4 file has a constant or variable frame rate?

Here is the output of the ffmpeg -i I send:

Entry # 0, mov, mp4, m4a, 3gp, 3g2, mj2, from & # 39; /media/102GOPRO/GOPR0333.MP4&#39 ;:
Metadata:
major_brand: avc1
minor_version: 0
Compatible brands: avc1isom
creation_time: 2019-04-16 13:18:14
Duration: 00: 19: 53.73, start: 0.000000, bit rate: 15122 kb / s
Transmission # 0: 0 (eng): Video: h264 (Main) (avc1 / 0x31637661), yuvj420p (pc, bt709), 1280x720 [SAR 1:1 DAR 16:9], 14982 kb / s, 59.94 fps, 59.94 tbr, 60k tbn, 119.88 tbc (default)
Metadata:
creation_time: 2019-04-16 13:18:14
handler_name: GoPro AVC
Encoder: GoPro AVC encoder
Timecode: 13: 17: 26: 44
Transmission # 0: 1 (eng): Audio: aac (LC) (mp4a / 0x6134706D), 48000 Hz, stereo, fltp, 127 kb / s (default)
Metadata:
creation_time: 2019-04-16 13:18:14
handler_name: GoPro AAC
Timecode: 13: 17: 26: 44
Transmission # 0: 2 (eng): Data: none (tmcd / 0x64636D74) (default)
Metadata:
creation_time: 2019-04-16 13:18:14
Timecode: 13: 17: 26: 44

Unformatted: Why is there a non-linear relationship between the noise level (of the dark frame) and the ISO setting?

According to "Changing the ISO of a modern digital camera really changes the gain of an electronic amplifier?", The ISO physically amplifies the signal in an analogical way, so it is more effective than the digital gain, since it does not amplify any current noise down generated by ADC.

To understand the relationship between noise level (standard deviation) and ISO, I capture a sequence of dark frames with several ISOs (3 frames for each ISO, and other configurations are identical).
Dark frames are recorded in an unlit environment with the lens of the camera covered, so the standard value of a frame should reflect the noise level there.

The dark frames captured and their associated statistics are shown below:

| ISO | Frame # | Mean | Std |
| 100 | 1 | 511.89 | 2,553 |
| 100 | 2 | 511.89 | 2,555 |
| 100 | 3 | 511.89 | 2,555 |
| 200 | 1 | 511.84 | 2.620 |
| 200 | 2 | 511.85 | 2,618 |
| 200 | 3 | 511.84 | 2.620 |
| 400 | 1 | 2048.00 | 3,618 |
| 400 | 2 | 2048.02 | 3,618 |
| 400 | 3 | 2048.01 | 3,617 |
| 800 | 1 | 2047.95 | 5,261 |
| 800 | 2 | 2047.96 | 5.260 |
| 800 | 3 | 2047.96 | 5.260 |
| 1600 | 1 | 2047.99 | 8.650 |
| 1600 | 2 | 2048.04 | 8.654 |
| 1600 | 3 | 2047.99 | 8.631 | 

Before seeing the actual measurements, I expected a sublinear relationship between ISO and the standard raster value (since pure digital gain should show a linear relationship).

However, my hypothesis may be correct when only data with ISO from 400 to 1600 are inspected, the sublinear function can not interpret the relationship displayed in the ISO range of 100-400.

It is also strange that the black level has been adjusted from 512 to 2048 when ISO> = 400.

So, how can we interpret that the standard value of the box is almost constant when ISO is changed from 100 to 200, and why is the black level adjusted when ISO> = 400?

All data is collected on a Canon EOS 5D Mark IV camera.

TO UPDATE

I think the following image from http://www.clarkvision.com/articles/iso/index.html seems very relevant to my question, but I can not fully understand the description there.
enter the description of the image here

Frame rate limited by lack of mouse movement?

With Torque, it seems that the program is running at approximately 25 fps when the mouse is still, but while keeping it moving, the frame rate can reach more than 300 fps. What the hell would cause the frame rate to be linked to the movement of the mouse?

unit: Are the rays calculated in real time in each frame, and those that are not "visible"?

All objects that are affected by any light in real time will affect performance while they are processed. It does not matter if the light is visible by the camera.

Basically, when a mesh is being drawn, it is checking all the nearby lights and performing calculations to get the final pixel colors of itself. The lights are too far away and have a small range (so they do not affect any objects visible in the camera) could be optimized or not, I'm not sure if Unity takes care of that and if you can trust him on all platforms.

The best advice to give is that, if you have a large scene, divide it into sections, disable the sections that come out of the screen and enable others that enter.

java – How do I make my frame display the jLabel data without having to resize the window?

This is the function of the window, the problem is that when running it, it shows me the frame without data and I must resize the window to see the changes, I know there is a method for it, but I do not remember what it is and I was investigating in the documentation and I did not find it.

public void buildInvite () {
    window.setDefaultCloseOperation (JFrame.EXIT_ON_CLOSE);
    window.setLocationRelativeTo (null);
    window.setPreferredSize (new Dimension (400, 400));
    window.setBounds (250, 50, 400, 400);
    window.setResizable (true);
    window.setVisible (true);
    window.pack ();

    panel.setLayout (null);

    fond.setSize (400, 400);
    fond.setIcon (new ImageIcon ("birthday.jpg"));

    header.setBounds (120, 150, 200, 50);
    header.setForeground (Color.WHITE);
    header.setFont (new Font ("serif", Font.BOLD, 30));

    shoot.setBounds (60, 300, 100, 25);

    bet.setBounds (220, 300, 100, 25);

    window.getContentPane (). add (panel);
    panel.add (bet);
    panel.add (shoot);
    panel.add (header);
    panel.add (fond);
}

Frontend development – Frame / Pattern for the mesh to form and rewind

In desktop applications, a common approach to editing records is to display a grid, select an element, display a modal form, edit, return to the grid, and the grid keeps the selected record, all very quickly.

With bootstrap 3 we did exactly that, but from the material design and bootstrap 4 there are no manners. Then, what pattern or frame is recommended / used to allow the user to quickly select a record from a grid / list view, then edit and return to the grid without losing the selected record.

Leonardo

redirect: click on the button, open another sharepoint site within the frame / window of the first page

On my main SharePoint site I have 4 images / thumbnails that link to other internal SharePoint sites. What I'm trying to achieve here is by clicking on any of these thumbnails, the content of that other site that will be displayed in the frame of the first (main) page.
How can I do that if possible?

Thank you very much in advance.

post processing: how is * really * used a dark frame?

Immediately, I must mention that lunar photography is different from astrological photography of deep-sky objects. The types of frames you are describing (calibration tables) are extremely useful for deep-sky objects, but not so useful for lunar photography.

You probably do not have to worry too much about noise in lunar photography, since you can take those images in the ISO base and use very short exposures (noise should not be a major problem).

As to why the frames are "blue", you should provide more information about the equipment used. Did you use any filter (like a light pollution filter)? I have noticed several types of light pollution filters (such as CLS filters, UHC filters and others) that put a strong color contrast on the image because they cut out parts of the color spectrum.

As for the dark, flat, polarization frames, etc., you probably do not need them for the lunar images, but I can explain the purpose of each and how to collect the data.

It helps to understand what are the different types of frames that we collect in astrophotography (very different from typical photography) and why you would collect those frames (Spoiler: the calibration frames are especially useful in images where you need to "stretch" the histogram to get details).

Lights

The light frames are the normal frames … with a nuance that could be limited to certain parts of the spectrum. A camera without a filter would be sensitive to both IR and UV. A "luminance" filter collects the full visible spectrum (approximately 400 nm at 700 nm wavelengths) but includes UV blocking and the IR blocking filter.

A color camera has an integrated color filter matrix (CFA) (the most common type is a Bayer matrix) and this can produce a full-color image in a single photograph. But you can create color images with a monochrome camera by taking separate images with Red, Green and Blue filters … and then merge the data into the software. Regardless of whether you use a color or monochrome camera, all images are a variant of "clear" frames.

Dark

Dark frames are image shots with the same configuration as light frames … except with the camera covered (lens cap or body cap) so that the sensor can not pick up any light.

The purpose of doing this is because all the images have noise. The most common type of noise is read noise, but noise can also be generated as a result of heat buildup (thermal noise) and camera sensors may exhibit pattern noise. The thermal noise will be greater in the images of greater exposure.

The idea behind the dark ones is to give the software a collection of images that only contain noise. Give enough samples and you can calculate the amount of noise you can expect and you can do a better job of subtracting the noise from the "clear" frames.

Dark frames do not need to use identical exposure settings (the same ISO, the same duration … stops stopping does not matter, since no light comes through the lens). But they must be fired at the same physical operating temperature, since the amount of noise will vary according to the temperature. If you shoot your lights at night and wait until the next day to collect the dark ones, the differences in temperature may cause them not to be representative of the amount of noise naturally present in your lights.

Floors

The planes (and this is what I think I was looking for with the "blue" frames) are mainly intended to detect two things … The # 1 is vignetted on the sensor (the notion that the frame can be darker near the corners and edges) and # 2 is dust-bunnies … bits in your sensor that block light.

The reason for the collection floors is that the deep sky objects are weak and the images need some further processing work to unravel the details. An important aspect of clarifying the details is to "stretch" the histogram. When you do this, the very subtle differences in tonality in the data directly from the camera will be stretched and exaggerated, so that the tonal differences will no longer be subtle … they will be obvious. This means that the subtle amounts of vignetting will now be obvious amounts of vignetting. Specifications of dust that a small annoyance will be a major annoyance in the stretched image. (The way an unstretched image is sometimes called linear data and a stretched image is sometimes called nonlinear data because the histogram is usually stretched non-linearly.) There are certain steps of post-processing that should only be done with Linear data (not stretched).

There are several ways to pick up flats. One method is to stretch a clean white cloth on the front of the lens or the telescope … without wrinkles like a drumhead. Point the camera or telescope at an area of ​​the sky opposite the sun (if the sun is setting in the west, point the scope or camera to an area of ​​the sky with no distinctive features in the east.) This will give you an amount of light pretty uniform) on the fabric. I've also done it using white (clean) plastic garbage bags, but it usually requires several layers and care must be taken to make sure there are no wrinkles. There are high-end flat-field generators. I've also met people who use an iPad screen … that is plain white … and take a picture of that (it has to be perfectly illuminated.) If the screen is damaged and the light is not uniform, then it is not it will work .

Do not try to focus the telescope for the plane (just leave it focused to infinity). You can not focus on something near the telescope and changing the focus will alter the vignette pattern.

In a telescope, the focal relationship is not something that can easily change. But if you use a camera, the focal ratio should be the same focal ratio (f-stop) that he used for his lights. This is because the vignetting pattern will vary depending on the f-stop.

If you remove and reposition the camera in a telescope (or rotate it), the vignetting pattern can (and usually does) change and that means you may need another set of planes.

Bias

This is a little more nuanced. If you turn on the camera's sensor and immediately read the data without actually taking a picture, you will discover that the pixel values ​​(or ADU values) are not really zero. CCD image cameras often have a function that allows you to capture a polarization frame. With traditional cameras, simply leave the lens cap on and take the shortest possible exposure (for example, 1 / 4000th of a second, etc.) and that's close enough because that amount of time is not really enough to get the type of noise that would be expected. A true "dark" frame.

Shoot several of these (enough to be a significant statistical sample). They are integrated to produce a master polarization frame. You can shoot biased frames at any time (it is not necessary to capture them during your image execution). They should be taken with the same ISO value as the lights, but the duration of the exposure should be as close to 0 as the images. The camera will allow it.

Why?

I mentioned at the beginning that the main reason for all these additional types of frames has to do with helping the computer software to deal with its image, especially with regard to the expansion of its data.

Postprocessing

When you use the software to post-process the data, there are a series of steps that you perform through the software. For deep sky objects, the free program "Deep Sky Stacker" is popular (use a commercial program called PixInsight). The software will ask you to feed it with all the frames … lights, dark, flat and polarization frames.

The first step that the software will perform is to integrate all types of calibration frames to produce master versions of each of these (all dark ones are merged into a "master darkness", all polarization frames are combined in a frame of " master polarization ", etc.).)

The second step that the software performs is to calibrate each of the light frames. This means that you will use your master polarization and master darkness to help correct the noise problems (it will not be perfect) and use the master planes to correct the uneven lighting so that you get the same illumination through the frame of each light (any uneven). ) the tonality in the image is real data of the object that you created and not only the result of vignetting or dust). This step produces a new copy of each "light" box that is now called "calibrated light".

The third step is to register each of the calibrated light frames. If you are shooting deep sky objects, then you will have many stars. The positions of each star will be used to align each frame so that they all match. This may require a bit of data push (and surely it will if you enabled the screening while capturing the image, but that's another issue) to ensure that all the frames are aligned. This results in another new copy of each image … called "registered calibrated light".

The fourth step is integration. In this step, each registered and calibrated light will be combined. This could be done with a simple average. But with enough samples there are better integration algorithms. The integration looks at the same pixel in each frame of the input data. Let's suppose that the pixel in which we are integrated is located 10 rows below and 10 columns. We look at that same Pixel (same point) in each image. Suppose that this is supposed to be the background of space, so the pixel should be almost black. And suppose also that in 9 of the 10 input boxes it is almost black. But in a single picture it is almost white (due to noise). If we "average" all 10 pixels, the noisy pixel will be reduced to only 1/10 of its previous brightness. This reduces perceptible noise.

There are better algorithms if you have enough data to be statistically significant. The "sigma clipping" method establishes a statistical mean and a devotion to the mean and this can have surprising results. Suppose we map our ADU values ​​in brightness percentages and suppose that in 9 out of 10 frames the pixel brightness is around 3-5%. But suppose a plane flew through a frame and that pixel was very bright … 98%. The statistical method would determine that 98% is too atypical considering that the rest of the set has values ​​in the range of 3-5%. The design of these outliers should be ignored (it will probably be replaced with the average value). This means that you can still combine that tenth frame in which the plane flew and the software will completely eliminate the plane (with the averaging method you would see a very weak airplane trace … with the sigma clipping it will disappear completely). This is an area where the software is magical (well … not magical, it's mathematical … but It seems as magic.)

At this point, he finally has a "master light" frame … the combined result of all his image acquisition work. At this point, you are likely to give that image a soft clipping (to get rid of the irregular edges created when each frame was shifted to align all the stars) and then begin to process the data artistically to produce the result you want (The majority of the mechanical processing steps that tend to be a bit more automated are completed.)

** Moon Photography *

When you make lunar or planetary images, the duration of the exposure is very short (a fraction of a second). The subjects are brilliant. Images do not need much in the "stretch" mode.

Because of this, it is not usually necessary to collect polarization frames or dark frames. You could collect flat frames to help with the dust bunnies, but you probably do not need to "stretch" the data in such a meaningful way that solving the problems of vignetting is a problem. This means that you can omit the flat frames.

When you make lunar or planetary images, these very fast exposure times mean that the exposure is not long enough to see stars (if you ever see lunar or planetary images that have stars … the image is probably a composite photo). No stars means you can not use the star alignment to "register" the frames.

Data acquisition usually involves capturing a small amount of video data (perhaps 30 seconds). The ideal is to use a camera with a global shutter and a reasonably high frame rate. DSLRs are not usually very good because video frames tend to be compressed frames instead of RAW frames.

The stacking of lunar and planetary images requires different software. The free products that do this are Registax and AutoStakkert. AutoStakkert is a bit more popular these days for "stacking" but does not perform the steps after processing (for that you would need a different software). Registax does the stacking and many of the subsequent processing steps, but its stacking system does not seem to be as good as AutoStakkert. For this reason, many people put the data through AutoStakkert first to get the combined image … then open it in Registax for further processing. There are not free applications that can also be used.

The lunar and planetary stacking attempts to align the frames according to the circular disk of the object and also to find features that show a little contrast and try to align them. The problem is … the atmosphere will make the moon seem to wobble (as if looking at the image resting at the bottom of a puddle of water with a gentle movement of the waves).

Before integrating the data, you generally want to find some good representative frames and scan the rest of the frames for data of similar quality (the contrast features are in similar positions). Basically, it's about finding the best frames (closest matches) and discarding the rest. You could ask him to take the best 10% of frames. These better frames can be combined and, in general, result in a much better result than you would get with a single frame.

I often take lunar photographs of the entire moon with a single frame. If you had to use a very enlarged image (just a crater or a feature), you could capture a 30-second video clip and process the data.

ionic frame – Brochure – Gray streaks after the panoramic

I use the 1.5.1 leaflet in ionic 3.

After moving the map a bit, many times the contents of the gray parts are not being loaded (there is no traffic on the network indicated in the development tools of my browsers) and I have gray parts / stripes left on the map as in the image (the gray horizontal strip below).

When I move much more the parts of the map that are missing are loaded, but sometimes not (especially in iOS).

enter the description of the image here

My map pageThe HTML code of my map component (below)

The map componentHTML of

the componentis scss case file

Map {
#Map{
Height: 100%;
width: 100%;
}
}

And here the typewriting of the component who creates the map

this.map = L.map (& # 39; map & # 39 ;, {
center: L.LatLng (center.latitude, center.longitude),
zoom: 13,
attribution: attribution,
tap: false
});


// Add OSM layer
L.tileLayer ("https: // {s} .tile.openstreetmap.se / hydda / full / {z} / {x} / {y} .png", {attribution: Attribution}). AddTo (this.map);

este.map.setView ([center.latitude, center.longitude], 14);

Any clue about what I'm doing wrong?

python: write a function that takes a list of strings and prints them, one per line, in a rectangular frame. a slight change is needed

Write a function that takes a list of strings and prints them, one per line, in one
Rectangular frame For example the list [“Hello”, “World”, “in”, “a”,
“frame”] it is printed as


  • Hello *
  • World *
  • in *
  • a *
  • framework *

code:

p = entry ("words?")

Enter the code heredefinition frame (words):
Enter the code here size = len (max (words, key = len))
print (& # 39; * & # 39; * (size + 4))
for word in words:
print (& # 39; * {: <{}} & # 39; .format (word, size))
printing (& # 39;
& # 39; * (size + 4))
frame (p.split (""))

Can someone explain this step & # 39; * {: <{}} * & # 39 ;. format (word, size), and is there any substitution code for it?