3D Printable Shelf support by Tomasz (2024)

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Published 2022-03-15T10:19:16+00:00

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'+ '

'+ '' + comment.user.username + '' + (comment.user.is_premium?'3D Printable Shelf support by Tomasz (15)':"") + (comment.user.isHobbyHunterPicked ? "3D Printable Shelf support by Tomasz (16)":"") + '' + comment.user.name+' • '+ formatDateToHumanReadable(comment['date_posted'])+source+ ''; if (comment.is_print == true && (comment.print_status == 2 || comment.print_status == 1) ) { //Add a Print subtitle after the posting date for this comment if (buildInModal){ returnData += ''; } else { returnData += '' + ' Community Print' + ''; } } let reply = ''; let textLikes = comment.likes == 1 ? ' Like' : ' Likes'; let likeButton = ''+comment.likes+''+ textLikes +''; let filterCommentsButton = 'Show all comments by '+comment.user.username+''; let dislikeButton = ''+comment.likes+''+ textLikes +''; likeButton = comment.is_liked ? dislikeButton : likeButton; reply = '

'+ likeButton + filterCommentsButton + '

'; returnData += '

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'+ '' + replied + ''+ '' + Autolinker.link(escapeHTML(comment.comment)) + '' + '

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'+ '

'; } function filterComments(username){ $([document.documentElement, document.body]).animate({ scrollTop: $("#post-comment-avatar").offset().top - 150 }, 800); $('.comment').css('border-bottom', '0'); $('.comment').hide(); $('.comment[data-user="'+username+'"]').show(); $('.filterLink[data-user="'+username+'"]').replaceWith('Back to all comments'); $('.filterLink.show-all').css('opacity', '1'); } function showAllComments(username){ $('.filterLink[data-user="'+username+'"]').replaceWith('Show all comments by '+username+''); $('.filterLink').css('opacity', '0.6'); $('.comment').show(); } function bindImagePopup() { $('.commentimage').click(function() { const src = $('.commentimage').attr('src').replace('url(', '').replace(')', '').replace('comment-thumbnails', 'comment'); try { $(document).foundation() } catch(err) { window.open(src, '_blank'); } $.fancybox({ 'padding': 0, 'autoScale': true, 'width': 580, 'height': 580, 'href': src }).trigger('click'); }); } function escapeHTML(s, forAttribute) { const ESC_MAP = { '&': '&', '<': '<', '>': '>', '"': '"', "'": ''' }; forAttribute = (typeof forAttribute !== 'undefined') ? forAttribute : true; s = s.replace(forAttribute ? /[&<>'"]/g : /[&<>]/g, function(c) { return ESC_MAP[c]; }); return s.replace(/(?:\r\n|\r|\n)/g, '
'); } Object.size = function(obj) { let size = 0; for(let key in obj) if(obj.hasOwnProperty(key)) size++; return size; };

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    ' + '' + '' ); } else if(commentList.html() === 'Be the first to comment. ') { commentList.html(''); commentList.css('text-align', 'left'); } $('#comment_list').prepend(buildComment(comment, false, comment.collaboration)); $('#attachments_ul').empty(); $('#attachments').empty(); $('#is-print').hide(); $('#prints-options').hide(); $('#formnewcomment').val(''); const commentsCounter = $('.noComments'); commentsCounter.text(parseInt(commentsCounter.first().text()) + 1); } } }).always(function() { $('button').attr('disabled', false); $('#post-comment-loader').hide(); }); }); $('.ajax-upload-dragdrop').on('click', function() { window.customEventDispatcher.dispatchEvent('SHOW_LOGIN'); }); $('#formnewcomment').on('click', function() { window.customEventDispatcher.dispatchEvent('SHOW_LOGIN'); }); }setTimeout(initComments, '500') function appendCommentImage(image) { $('#attachments').append(''); $('#attachments_ul').append( '
  • ' + '3D Printable Shelf support by Tomasz (19)' + '' + '' + '' + '
  • ' ); if($('[id="attachments_ul"] li').length === 1) { $('#is-print').show(); $.ajax({ url: '/prints/create-prints-form/214818' }).done(function(data) { const options = $('#prints-options'); options.empty(); options.append(data); options.show(); }); } } function changeIsPrint(checkbox) { const options = $('#prints-options'); checkbox.checked ? options.show() : options.hide(); } function deleteCommentImage(uid) { $('[id="' + uid + '"]').parent().remove(); $('[id="attachments"] option[value="' + uid + '"]').remove(); if($('[id="attachments_ul"] li').length === 0) { $('#is-print').hide(); $('#prints-options').hide(); } $.ajax({ url: '/api/v2/image?upload_id=XXX'.replace('XXX', uid), method: 'DELETE' }); }

    3D Printable Shelf support by Tomasz (20)3D

    Published 2022-03-15T10:19:16+00:00

    Tomasz

    @TomaszFortyFour

    24 objects

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    '; } $('#sendMessage').on('click',function(){ $('#result').html("").hide(); var message = $('#messagearea').val(); var captcha = $('#captchaAnswer').val(); if(message == ""){ $('#result').html(showMessage("Whoops! Message can not be empty!",'alert')).show(); return } if(captcha == ""){ $('#result').html(showMessage("Please enter to captcha code!",'alert')).show(); return } // Get some values from elements on the page: var username = 'TomaszFortyFour'; var url = "/users/message"; // Send the data using post var csrfToken = $('.csrf_token').val(); var captcha = $('#captchaAnswer').val(); $.ajax({ url: url, type: 'POST', data: { _csrf_token: csrfToken, captcha:captcha, content: message, username: username } }).done(function(data) { $('#messagearea').val(""); $('#captchaAnswer').val(""); $('#messageresult').html(showMessage(data,'success')).show(); $('#secondModal').foundation('reveal','open'); $('#captcharefresh').click(); }).fail(function(data) { $('#result').html(showMessage(data.responseJSON.error_description,'alert')).show(); }); }); }); $('.btn-message').hover(function(){ $('.btn-message i').addClass('color-mmfgreen'); }, function(){ $('.btn-message i').removeClass('color-mmfgreen'); });

    72 3 Add to Collection

    Description

    Fully functionalShelf support inIndustrial style.

    Overview:

    One assembled shelf bracket includes:

    • 6 3D printed parts
    • 4 screws M5x16 (you can use M5x14 or M5x18)
    • All parts can be printed on 220mm x 220mm x 280mm (z) bed or bigger (or can be cut and glued)
    • One part needs to beprinted with support

    Design updates:

    My social media:

    If you have questions regarding assembling, suggestions to the project or want to see on what I'm currently working on, please join to Discord channel:
    https://discord.gg/QKYsgs6BZG
    https://instagram.com/tomaszfortyfour
    https://facebook.com/TomaszFortyFour
    https://youtube.com/channel/UCNhx2r8dA9hvST4pntiSzfQ

    Painting guides:

    Iron rust (Modern Masters paint):
    https://youtu.be/1xOuB0sGLH0
    Bronze patina (Modern Masters paint):
    https://youtube.com/watch?v=98WkF9aaf6c
    Iron rust (Ecorson Oxidecor Fine and Jeger activator):
    https://www.youtube.com/watch?v=NA6MUdbfwLg

    Bill of materials:

    one shelf support - 4 screws M5x16 (you can use M5x14 or M5x18)

    For personal (non-commercial) use only. This model or parts of it CANNOT be sold, shared or distributed in digital, physical, original or modified form.

    License

    BY-NC-SA 3D Printable Shelf support by Tomasz (22) 3D Printable Shelf support by Tomasz (23) 3D Printable Shelf support by Tomasz (24) 3D Printable Shelf support by Tomasz (25) 3D Printable Shelf support by Tomasz (26)

    Technical Information

    Date published 15/03/2022

    More Information

    Object Parts

    Tags

    cool art awesome decoration design functional industrial shelf support pla steampunk rust wallshelf shelfsupport functional3dprint

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    3D Printable Shelf support 
            by Tomasz (2024)

    FAQs

    How to print 3D models without supports? ›

    To create 3D models that you can print without 3D printing supports, you should start from the initial design stage by minimizing complex structures. To avoid supports, you should ensure that the overhang angles are not extending more than 45 degrees from the vertical section.

    How strong are shelf brackets? ›

    TLDR: A floating shelf can hold 45-50 pounds for every wall stud that your floating shelf bracket is attached to. For instance, a 3' shelf that's attached to two wall studs can safely support ~100 pounds. Likewise, a 2' shelf bracket attached to two wall studs can easily support the same ~100 pounds.

    Is there anything illegal to 3D print? ›

    Patented Objects: Having a patent on an invention or innovation means no one else can create, use, or sell a product without the patent holder's permission. Therefore, 3D printing of a patented object is illegal, and the patent holder could sue for patent infringement.

    What happens if you don't use supports in 3D printing? ›

    When deciding which 3D printing technology to use, it's essential to consider support structures and how they affect the quality and price of your part. As well, support structures will have an impact on your part's surface finish. Removing supports from a part often results in blemishes or surface roughness.

    What is the rule of thumb for shelf brackets? ›

    Rules of Thumb for Brackets:

    - It is always the longest arm of the bracket (the one with a screw hole) that should be attached to the wall. And it's two screws in the shelf. - The guideline is that the length of the bracket (the part that is attached to the shelf) should be at least 4/5 of the shelf depth.

    How much weight can shelf supports hold? ›

    For every stud your bracket is attached to, your floating shelf can hold 50lbs. That means if you've got a three-foot shelf attached to two studs, your shelf can safely hold 100 lbs. If you've got a two-foot shelf attached to two studs, the same goes — it can hold 100 lbs.

    Do shelf brackets have to be the same width as the shelf? ›

    The longest part of the bracket goes against the wall underneath the shelf bracket. The length of the longest part should be around three quarters the width of the main shelving unit.

    Can you 3D print threads without supports? ›

    Overhang less than 45° requires support material, overhang above 45° does not require support material. When printing threads, it's important to orient your part to reduce the amount of support material within your threads. In some cases, you may be able to print a thread that doesn't require any support material.

    How far can you 3D print without supports? ›

    At 45 degrees, every layer is in about 50% contact with the layer below it and hence prints well. Slope angles greater than 45-degrees, are generally chambered to print without supports. This however limits our design and creativity.

    Do 3D prints need supports? ›

    2) According to the 45 degrees principle, if the angle of the overhang structure from the vertical is less than 45 degrees, then you can print without adding support; if the overhang is larger than 45 degrees from the vertical, support structure is required.

    What angle can a 3D printer print without support? ›

    Overhangs and support material

    That said, short horizontal bridges can be printed without supports. A 3D printer can cleanly print overhanging structures with an angle between 45-60 degrees, depending on your nozzle diameter and settings.

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