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How do I create a grayscale halftone

Community Beginner ,
Mar 04, 2019 Mar 04, 2019

How do I create a grayscale halftone that looks like this.

Black screens_Proof.jpg

With the dot screen. I created this image when I had Photoshop CS5 and can not duplicate it since upgrading to my current version.

I work with Photoshop CC version 20.0.3 on a MacBook Pro (15-inch, 2017) High Sierra 10.13.6. I have followed these directions:

https://www.shutterstock.com/blog/how-to-halftone-images-in-adobe-photoshop

But I get squares instead of dots.

Thank you, Marta

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correct answers 1 Correct answer

Community Expert , Mar 05, 2019 Mar 05, 2019

The problem is your choices of resolution and line frequency. The size of a cell that can hold one dot, either a black one or a white one next to it, is the output resolution divided by the line frequency. In your case, 150 ppi  / 70 lpi = 2.14, which get rounded down to 2. So, each dot is 4 × 4 pixels. Four of these arranged in a 2 × 2 group make one halftone cell. There are 5 black pixels in each 16 pixel halftone cell; 5 / 16 = 0.3125, which is very close to 30%.

Since your dots are only 2 × 2

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Community Expert ,
Mar 04, 2019 Mar 04, 2019

I'm assuming you mean the second method from that site. In the "Halftone Screen" dialog, look in the Shape dropdown, and make sure it is set to "Round".

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Community Beginner ,
Mar 04, 2019 Mar 04, 2019

Hi and thank you for the reply. Yes I meant the second method and I did check many times to make sure I selected the round option. As I mentioned before, I have done this with the correct results in PS CS5 but in the latest version I get squares instead of dots. Any other thoughts? I am really stumped.

Marta

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Community Expert ,
Mar 04, 2019 Mar 04, 2019

Are you getting the same sort of squares as if you had selected square dots? Also, if the gray is 50% with a 45° angle, the round dots will be a square checkerboard pattern.

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Community Beginner ,
Mar 05, 2019 Mar 05, 2019

Yes, I tried both round and square with the rest of the settings the same:

round.png

Screen Shot 2019-03-05 at 9.05.56 AM.png

Round is the top one. These are screen shots of the results. I used 150 dpi, 70 frequency, 45 angle. The original circle was 30% gray. The size difference is only because I zoomed in differently before taking the screen shot.

I have Photoshop CC updated to the latest version.

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Community Expert ,
Mar 05, 2019 Mar 05, 2019

The problem is your choices of resolution and line frequency. The size of a cell that can hold one dot, either a black one or a white one next to it, is the output resolution divided by the line frequency. In your case, 150 ppi  / 70 lpi = 2.14, which get rounded down to 2. So, each dot is 4 × 4 pixels. Four of these arranged in a 2 × 2 group make one halftone cell. There are 5 black pixels in each 16 pixel halftone cell; 5 / 16 = 0.3125, which is very close to 30%.

Since your dots are only 2 × 2 pixels, they can't help but look square. You need to either raise your output resolution, or lower your screen frequency, or both.

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Community Beginner ,
Mar 05, 2019 Mar 05, 2019

Yes, that did it! Thank you for your time.

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Community Expert ,
Mar 05, 2019 Mar 05, 2019

I'm glad I could help.

Usually, when I do this, I would just stick different numbers into the various fields. Explaining it to someone else made me think about just how they interact, so this helped my understanding, too.

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Community Expert ,
Mar 05, 2019 Mar 05, 2019
LATEST

Semaphoric  wrote

The problem is your choices of resolution and line frequency. The size of a cell that can hold one dot, either a black one or a white one next to it, is the output resolution divided by the line frequency. In your case, 150 ppi  / 70 lpi = 2.14, which get rounded down to 2. So, each dot is 4 × 4 pixels. Four of these arranged in a 2 × 2 group make one halftone cell. There are 5 black pixels in each 16 pixel halftone cell; 5 / 16 = 0.3125, which is very close to 30%.

Since your dots are only 2 × 2 pixels, they can't help but look square. You need to either raise your output resolution, or lower your screen frequency, or both.

Since I can no longer edit the typo, each dot is 2 × 2 pixels, for a total of 4.

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