Mounting TV with swing arm in draywall?
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I wanted to mount my shiny new TV with a swing arm directly into my drywall. I just like the flexibility a swingarm would give me, but there are some issues that make it difficult to mount the swingarm directly into the studs in my wall. So the question became: is this even feasible with drywall anchors alone? So I started watching this video where he tested out some different drywall anchors (summation of the results are roughly 16 min into the video): Which Drywall Anchor is Best? Let's find out! - YouTube[^] I was trying out some physics calculations here and wanted a second opinion to see if I was completely off. The TV itself weighs about 25 Kg and the swingarm is about 5 Kg alone. When fully extended, the TV extends about 60 cm from the wall. The mount itself (that I had lying around) is secured to the wall with three screws. One 15 cm above the arm, one 5 cm above the arm, and one 5 cm below the arm. So I'm thinking: I have three forces working on the drywall: F_y , F_x and momentum M_0. F_y has to withstand at least 30 Kg, which looks good, as one of the three screws, with a proper anchor, should be able to handle this weight alone. The momentum the TV and mount generate, a little simplified: 30 Kg * 9,81 m/s^2 * 0.6 m = 177 N * m The outward force at each of the wall screws (I chose it equally, which is a bit simplified, I guess) is (0,15m + 0,05m + 0,05m) * 3 * F_x = 177 Nm => 708 N/3 = 72 Kg/3 => F_x = 25 Kg each? Yes, I know that I can put up a new drywall that can handle more loads, or I can place a stud or something equivalent to reinforce the TV mount. I just wanted to check if this makes sense from a theoretical viewpoint. There are, of course, some safety margins to consider (30% or so?), but I'll have to deal with that later I guess.
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I wanted to mount my shiny new TV with a swing arm directly into my drywall. I just like the flexibility a swingarm would give me, but there are some issues that make it difficult to mount the swingarm directly into the studs in my wall. So the question became: is this even feasible with drywall anchors alone? So I started watching this video where he tested out some different drywall anchors (summation of the results are roughly 16 min into the video): Which Drywall Anchor is Best? Let's find out! - YouTube[^] I was trying out some physics calculations here and wanted a second opinion to see if I was completely off. The TV itself weighs about 25 Kg and the swingarm is about 5 Kg alone. When fully extended, the TV extends about 60 cm from the wall. The mount itself (that I had lying around) is secured to the wall with three screws. One 15 cm above the arm, one 5 cm above the arm, and one 5 cm below the arm. So I'm thinking: I have three forces working on the drywall: F_y , F_x and momentum M_0. F_y has to withstand at least 30 Kg, which looks good, as one of the three screws, with a proper anchor, should be able to handle this weight alone. The momentum the TV and mount generate, a little simplified: 30 Kg * 9,81 m/s^2 * 0.6 m = 177 N * m The outward force at each of the wall screws (I chose it equally, which is a bit simplified, I guess) is (0,15m + 0,05m + 0,05m) * 3 * F_x = 177 Nm => 708 N/3 = 72 Kg/3 => F_x = 25 Kg each? Yes, I know that I can put up a new drywall that can handle more loads, or I can place a stud or something equivalent to reinforce the TV mount. I just wanted to check if this makes sense from a theoretical viewpoint. There are, of course, some safety margins to consider (30% or so?), but I'll have to deal with that later I guess.
Do not mount the unit into Drywall using any kind of anchor. The best way to do it is to cut out a portion of the drywall where you will be mounting the unit and installing board(s) between existing studs, then reinstalling the drywall and mudding it up. If you cut the drywall carefully you can put the same piece back and just tape and mud around it.
"Ten men in the country could buy the world and ten million can’t buy enough to eat." Will Rogers PartsBin an Electronics Part Organizer - Release Version 1.3.0 JaxCoder.com Latest Article: SimpleWizardUpdate
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Do not mount the unit into Drywall using any kind of anchor. The best way to do it is to cut out a portion of the drywall where you will be mounting the unit and installing board(s) between existing studs, then reinstalling the drywall and mudding it up. If you cut the drywall carefully you can put the same piece back and just tape and mud around it.
"Ten men in the country could buy the world and ten million can’t buy enough to eat." Will Rogers PartsBin an Electronics Part Organizer - Release Version 1.3.0 JaxCoder.com Latest Article: SimpleWizardUpdate
That is probably what I'll end up doing anyway, but I'm still curious if it will hold. :-D
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I wanted to mount my shiny new TV with a swing arm directly into my drywall. I just like the flexibility a swingarm would give me, but there are some issues that make it difficult to mount the swingarm directly into the studs in my wall. So the question became: is this even feasible with drywall anchors alone? So I started watching this video where he tested out some different drywall anchors (summation of the results are roughly 16 min into the video): Which Drywall Anchor is Best? Let's find out! - YouTube[^] I was trying out some physics calculations here and wanted a second opinion to see if I was completely off. The TV itself weighs about 25 Kg and the swingarm is about 5 Kg alone. When fully extended, the TV extends about 60 cm from the wall. The mount itself (that I had lying around) is secured to the wall with three screws. One 15 cm above the arm, one 5 cm above the arm, and one 5 cm below the arm. So I'm thinking: I have three forces working on the drywall: F_y , F_x and momentum M_0. F_y has to withstand at least 30 Kg, which looks good, as one of the three screws, with a proper anchor, should be able to handle this weight alone. The momentum the TV and mount generate, a little simplified: 30 Kg * 9,81 m/s^2 * 0.6 m = 177 N * m The outward force at each of the wall screws (I chose it equally, which is a bit simplified, I guess) is (0,15m + 0,05m + 0,05m) * 3 * F_x = 177 Nm => 708 N/3 = 72 Kg/3 => F_x = 25 Kg each? Yes, I know that I can put up a new drywall that can handle more loads, or I can place a stud or something equivalent to reinforce the TV mount. I just wanted to check if this makes sense from a theoretical viewpoint. There are, of course, some safety margins to consider (30% or so?), but I'll have to deal with that later I guess.
please do. :-\
CI/CD = Continuous Impediment/Continuous Despair
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I wanted to mount my shiny new TV with a swing arm directly into my drywall. I just like the flexibility a swingarm would give me, but there are some issues that make it difficult to mount the swingarm directly into the studs in my wall. So the question became: is this even feasible with drywall anchors alone? So I started watching this video where he tested out some different drywall anchors (summation of the results are roughly 16 min into the video): Which Drywall Anchor is Best? Let's find out! - YouTube[^] I was trying out some physics calculations here and wanted a second opinion to see if I was completely off. The TV itself weighs about 25 Kg and the swingarm is about 5 Kg alone. When fully extended, the TV extends about 60 cm from the wall. The mount itself (that I had lying around) is secured to the wall with three screws. One 15 cm above the arm, one 5 cm above the arm, and one 5 cm below the arm. So I'm thinking: I have three forces working on the drywall: F_y , F_x and momentum M_0. F_y has to withstand at least 30 Kg, which looks good, as one of the three screws, with a proper anchor, should be able to handle this weight alone. The momentum the TV and mount generate, a little simplified: 30 Kg * 9,81 m/s^2 * 0.6 m = 177 N * m The outward force at each of the wall screws (I chose it equally, which is a bit simplified, I guess) is (0,15m + 0,05m + 0,05m) * 3 * F_x = 177 Nm => 708 N/3 = 72 Kg/3 => F_x = 25 Kg each? Yes, I know that I can put up a new drywall that can handle more loads, or I can place a stud or something equivalent to reinforce the TV mount. I just wanted to check if this makes sense from a theoretical viewpoint. There are, of course, some safety margins to consider (30% or so?), but I'll have to deal with that later I guess.
You mean moment, not momentum, I believe.
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That is probably what I'll end up doing anyway, but I'm still curious if it will hold. :-D
It may hold while against the wall but as soon as you extend it, it will end up on the floor!
"Ten men in the country could buy the world and ten million can’t buy enough to eat." Will Rogers PartsBin an Electronics Part Organizer - Release Version 1.3.0 JaxCoder.com Latest Article: SimpleWizardUpdate
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I wanted to mount my shiny new TV with a swing arm directly into my drywall. I just like the flexibility a swingarm would give me, but there are some issues that make it difficult to mount the swingarm directly into the studs in my wall. So the question became: is this even feasible with drywall anchors alone? So I started watching this video where he tested out some different drywall anchors (summation of the results are roughly 16 min into the video): Which Drywall Anchor is Best? Let's find out! - YouTube[^] I was trying out some physics calculations here and wanted a second opinion to see if I was completely off. The TV itself weighs about 25 Kg and the swingarm is about 5 Kg alone. When fully extended, the TV extends about 60 cm from the wall. The mount itself (that I had lying around) is secured to the wall with three screws. One 15 cm above the arm, one 5 cm above the arm, and one 5 cm below the arm. So I'm thinking: I have three forces working on the drywall: F_y , F_x and momentum M_0. F_y has to withstand at least 30 Kg, which looks good, as one of the three screws, with a proper anchor, should be able to handle this weight alone. The momentum the TV and mount generate, a little simplified: 30 Kg * 9,81 m/s^2 * 0.6 m = 177 N * m The outward force at each of the wall screws (I chose it equally, which is a bit simplified, I guess) is (0,15m + 0,05m + 0,05m) * 3 * F_x = 177 Nm => 708 N/3 = 72 Kg/3 => F_x = 25 Kg each? Yes, I know that I can put up a new drywall that can handle more loads, or I can place a stud or something equivalent to reinforce the TV mount. I just wanted to check if this makes sense from a theoretical viewpoint. There are, of course, some safety margins to consider (30% or so?), but I'll have to deal with that later I guess.
I wouldn't do it. Over time those stupid drywall anchors work their way out, unless you use the butterfly type. What I would do is install a couple of cross braces between the studs and mount the TV to that using lag bolts.
Check out my IoT graphics library here: https://honeythecodewitch.com/gfx And my IoT UI/User Experience library here: https://honeythecodewitch.com/uix
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I wanted to mount my shiny new TV with a swing arm directly into my drywall. I just like the flexibility a swingarm would give me, but there are some issues that make it difficult to mount the swingarm directly into the studs in my wall. So the question became: is this even feasible with drywall anchors alone? So I started watching this video where he tested out some different drywall anchors (summation of the results are roughly 16 min into the video): Which Drywall Anchor is Best? Let's find out! - YouTube[^] I was trying out some physics calculations here and wanted a second opinion to see if I was completely off. The TV itself weighs about 25 Kg and the swingarm is about 5 Kg alone. When fully extended, the TV extends about 60 cm from the wall. The mount itself (that I had lying around) is secured to the wall with three screws. One 15 cm above the arm, one 5 cm above the arm, and one 5 cm below the arm. So I'm thinking: I have three forces working on the drywall: F_y , F_x and momentum M_0. F_y has to withstand at least 30 Kg, which looks good, as one of the three screws, with a proper anchor, should be able to handle this weight alone. The momentum the TV and mount generate, a little simplified: 30 Kg * 9,81 m/s^2 * 0.6 m = 177 N * m The outward force at each of the wall screws (I chose it equally, which is a bit simplified, I guess) is (0,15m + 0,05m + 0,05m) * 3 * F_x = 177 Nm => 708 N/3 = 72 Kg/3 => F_x = 25 Kg each? Yes, I know that I can put up a new drywall that can handle more loads, or I can place a stud or something equivalent to reinforce the TV mount. I just wanted to check if this makes sense from a theoretical viewpoint. There are, of course, some safety margins to consider (30% or so?), but I'll have to deal with that later I guess.
You could do all sorts of theoretical calculations but none of them would take into account the complex loads applied by kids (or grandkids) swinging on the end of the arm or by the cleaner doing whatever cleaners do (not currently understood by humans).
Phil
The opinions expressed in this post are not necessarily those of the author, especially if you find them impolite, inaccurate or inflammatory.
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I wanted to mount my shiny new TV with a swing arm directly into my drywall. I just like the flexibility a swingarm would give me, but there are some issues that make it difficult to mount the swingarm directly into the studs in my wall. So the question became: is this even feasible with drywall anchors alone? So I started watching this video where he tested out some different drywall anchors (summation of the results are roughly 16 min into the video): Which Drywall Anchor is Best? Let's find out! - YouTube[^] I was trying out some physics calculations here and wanted a second opinion to see if I was completely off. The TV itself weighs about 25 Kg and the swingarm is about 5 Kg alone. When fully extended, the TV extends about 60 cm from the wall. The mount itself (that I had lying around) is secured to the wall with three screws. One 15 cm above the arm, one 5 cm above the arm, and one 5 cm below the arm. So I'm thinking: I have three forces working on the drywall: F_y , F_x and momentum M_0. F_y has to withstand at least 30 Kg, which looks good, as one of the three screws, with a proper anchor, should be able to handle this weight alone. The momentum the TV and mount generate, a little simplified: 30 Kg * 9,81 m/s^2 * 0.6 m = 177 N * m The outward force at each of the wall screws (I chose it equally, which is a bit simplified, I guess) is (0,15m + 0,05m + 0,05m) * 3 * F_x = 177 Nm => 708 N/3 = 72 Kg/3 => F_x = 25 Kg each? Yes, I know that I can put up a new drywall that can handle more loads, or I can place a stud or something equivalent to reinforce the TV mount. I just wanted to check if this makes sense from a theoretical viewpoint. There are, of course, some safety margins to consider (30% or so?), but I'll have to deal with that later I guess.
An alternative might be a Swivel TV Stand, as I dislike drilling in the walls, I used something similar to this: https://www.amazon.com/Universal-Adjustable-Tempered-Screens-HT04B-002U/dp/B07MT66CH1[^]
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That is probably what I'll end up doing anyway, but I'm still curious if it will hold. :-D
Mike's right: the stress when it's extended isn't applied linearly on all the screws: the top pair will have more weight on them as the TV tries to pivot around the whole plate, pushing the lower screws inward, towards the wall. And that's before any kids / grandkids / drunks lean or swing on the TV! Use a solid foundation, and you'll be fine.
"I have no idea what I did, but I'm taking full credit for it." - ThisOldTony "Common sense is so rare these days, it should be classified as a super power" - Random T-shirt AntiTwitter: @DalekDave is now a follower!
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I wouldn't do it. Over time those stupid drywall anchors work their way out, unless you use the butterfly type. What I would do is install a couple of cross braces between the studs and mount the TV to that using lag bolts.
Check out my IoT graphics library here: https://honeythecodewitch.com/gfx And my IoT UI/User Experience library here: https://honeythecodewitch.com/uix
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You could do all sorts of theoretical calculations but none of them would take into account the complex loads applied by kids (or grandkids) swinging on the end of the arm or by the cleaner doing whatever cleaners do (not currently understood by humans).
Phil
The opinions expressed in this post are not necessarily those of the author, especially if you find them impolite, inaccurate or inflammatory.
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That is probably what I'll end up doing anyway, but I'm still curious if it will hold. :-D
Will it hold? Sure, but the question is for how long. Over time, the drywall will crack internally and lose strength as the TV is moved around, eventually getting closer and closer to just the backing paper holding the TV up.
Asking questions is a skill CodeProject Forum Guidelines Google: C# How to debug code Seriously, go read these articles. Dave Kreskowiak
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I wanted to mount my shiny new TV with a swing arm directly into my drywall. I just like the flexibility a swingarm would give me, but there are some issues that make it difficult to mount the swingarm directly into the studs in my wall. So the question became: is this even feasible with drywall anchors alone? So I started watching this video where he tested out some different drywall anchors (summation of the results are roughly 16 min into the video): Which Drywall Anchor is Best? Let's find out! - YouTube[^] I was trying out some physics calculations here and wanted a second opinion to see if I was completely off. The TV itself weighs about 25 Kg and the swingarm is about 5 Kg alone. When fully extended, the TV extends about 60 cm from the wall. The mount itself (that I had lying around) is secured to the wall with three screws. One 15 cm above the arm, one 5 cm above the arm, and one 5 cm below the arm. So I'm thinking: I have three forces working on the drywall: F_y , F_x and momentum M_0. F_y has to withstand at least 30 Kg, which looks good, as one of the three screws, with a proper anchor, should be able to handle this weight alone. The momentum the TV and mount generate, a little simplified: 30 Kg * 9,81 m/s^2 * 0.6 m = 177 N * m The outward force at each of the wall screws (I chose it equally, which is a bit simplified, I guess) is (0,15m + 0,05m + 0,05m) * 3 * F_x = 177 Nm => 708 N/3 = 72 Kg/3 => F_x = 25 Kg each? Yes, I know that I can put up a new drywall that can handle more loads, or I can place a stud or something equivalent to reinforce the TV mount. I just wanted to check if this makes sense from a theoretical viewpoint. There are, of course, some safety margins to consider (30% or so?), but I'll have to deal with that later I guess.
Don't do drywall. It's glorified cardboard.
GCS/GE d--(d) s-/+ a C+++ U+++ P-- L+@ E-- W+++ N+ o+ K- w+++ O? M-- V? PS+ PE Y+ PGP t+ 5? X R+++ tv-- b+(+++) DI+++ D++ G e++ h--- r+++ y+++* Weapons extension: ma- k++ F+2 X The shortest horror story: On Error Resume Next
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Don't do drywall. It's glorified cardboard.
GCS/GE d--(d) s-/+ a C+++ U+++ P-- L+@ E-- W+++ N+ o+ K- w+++ O? M-- V? PS+ PE Y+ PGP t+ 5? X R+++ tv-- b+(+++) DI+++ D++ G e++ h--- r+++ y+++* Weapons extension: ma- k++ F+2 X The shortest horror story: On Error Resume Next
I was thinking more on the lines of chalk with a paper cover.
I’ve given up trying to be calm. However, I am open to feeling slightly less agitated. I’m begging you for the benefit of everyone, don’t be STUPID.
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> kids (or grandkids) swinging on the end of the arm :wtf: You'd hope if said kids are tall enough to reach the arm, they'd be smart enough not to do that. But, never underestimate what children's stupidity lack of fear will make them do.
Even 1-year olds are tall enough when they have climbed on the dog and a chair!
Phil
The opinions expressed in this post are not necessarily those of the author, especially if you find them impolite, inaccurate or inflammatory.
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Do not mount the unit into Drywall using any kind of anchor. The best way to do it is to cut out a portion of the drywall where you will be mounting the unit and installing board(s) between existing studs, then reinstalling the drywall and mudding it up. If you cut the drywall carefully you can put the same piece back and just tape and mud around it.
"Ten men in the country could buy the world and ten million can’t buy enough to eat." Will Rogers PartsBin an Electronics Part Organizer - Release Version 1.3.0 JaxCoder.com Latest Article: SimpleWizardUpdate
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I wanted to mount my shiny new TV with a swing arm directly into my drywall. I just like the flexibility a swingarm would give me, but there are some issues that make it difficult to mount the swingarm directly into the studs in my wall. So the question became: is this even feasible with drywall anchors alone? So I started watching this video where he tested out some different drywall anchors (summation of the results are roughly 16 min into the video): Which Drywall Anchor is Best? Let's find out! - YouTube[^] I was trying out some physics calculations here and wanted a second opinion to see if I was completely off. The TV itself weighs about 25 Kg and the swingarm is about 5 Kg alone. When fully extended, the TV extends about 60 cm from the wall. The mount itself (that I had lying around) is secured to the wall with three screws. One 15 cm above the arm, one 5 cm above the arm, and one 5 cm below the arm. So I'm thinking: I have three forces working on the drywall: F_y , F_x and momentum M_0. F_y has to withstand at least 30 Kg, which looks good, as one of the three screws, with a proper anchor, should be able to handle this weight alone. The momentum the TV and mount generate, a little simplified: 30 Kg * 9,81 m/s^2 * 0.6 m = 177 N * m The outward force at each of the wall screws (I chose it equally, which is a bit simplified, I guess) is (0,15m + 0,05m + 0,05m) * 3 * F_x = 177 Nm => 708 N/3 = 72 Kg/3 => F_x = 25 Kg each? Yes, I know that I can put up a new drywall that can handle more loads, or I can place a stud or something equivalent to reinforce the TV mount. I just wanted to check if this makes sense from a theoretical viewpoint. There are, of course, some safety margins to consider (30% or so?), but I'll have to deal with that later I guess.
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I wanted to mount my shiny new TV with a swing arm directly into my drywall. I just like the flexibility a swingarm would give me, but there are some issues that make it difficult to mount the swingarm directly into the studs in my wall. So the question became: is this even feasible with drywall anchors alone? So I started watching this video where he tested out some different drywall anchors (summation of the results are roughly 16 min into the video): Which Drywall Anchor is Best? Let's find out! - YouTube[^] I was trying out some physics calculations here and wanted a second opinion to see if I was completely off. The TV itself weighs about 25 Kg and the swingarm is about 5 Kg alone. When fully extended, the TV extends about 60 cm from the wall. The mount itself (that I had lying around) is secured to the wall with three screws. One 15 cm above the arm, one 5 cm above the arm, and one 5 cm below the arm. So I'm thinking: I have three forces working on the drywall: F_y , F_x and momentum M_0. F_y has to withstand at least 30 Kg, which looks good, as one of the three screws, with a proper anchor, should be able to handle this weight alone. The momentum the TV and mount generate, a little simplified: 30 Kg * 9,81 m/s^2 * 0.6 m = 177 N * m The outward force at each of the wall screws (I chose it equally, which is a bit simplified, I guess) is (0,15m + 0,05m + 0,05m) * 3 * F_x = 177 Nm => 708 N/3 = 72 Kg/3 => F_x = 25 Kg each? Yes, I know that I can put up a new drywall that can handle more loads, or I can place a stud or something equivalent to reinforce the TV mount. I just wanted to check if this makes sense from a theoretical viewpoint. There are, of course, some safety margins to consider (30% or so?), but I'll have to deal with that later I guess.
Would a longer arm let you reach a stud? It might be easier than messing with the wall. I think one of the benefits of using an arm mount is you have more flexibility in where you attach it to the wall vs where you want the tv to rest.
Curvature of the Mind now with 3D
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I wanted to mount my shiny new TV with a swing arm directly into my drywall. I just like the flexibility a swingarm would give me, but there are some issues that make it difficult to mount the swingarm directly into the studs in my wall. So the question became: is this even feasible with drywall anchors alone? So I started watching this video where he tested out some different drywall anchors (summation of the results are roughly 16 min into the video): Which Drywall Anchor is Best? Let's find out! - YouTube[^] I was trying out some physics calculations here and wanted a second opinion to see if I was completely off. The TV itself weighs about 25 Kg and the swingarm is about 5 Kg alone. When fully extended, the TV extends about 60 cm from the wall. The mount itself (that I had lying around) is secured to the wall with three screws. One 15 cm above the arm, one 5 cm above the arm, and one 5 cm below the arm. So I'm thinking: I have three forces working on the drywall: F_y , F_x and momentum M_0. F_y has to withstand at least 30 Kg, which looks good, as one of the three screws, with a proper anchor, should be able to handle this weight alone. The momentum the TV and mount generate, a little simplified: 30 Kg * 9,81 m/s^2 * 0.6 m = 177 N * m The outward force at each of the wall screws (I chose it equally, which is a bit simplified, I guess) is (0,15m + 0,05m + 0,05m) * 3 * F_x = 177 Nm => 708 N/3 = 72 Kg/3 => F_x = 25 Kg each? Yes, I know that I can put up a new drywall that can handle more loads, or I can place a stud or something equivalent to reinforce the TV mount. I just wanted to check if this makes sense from a theoretical viewpoint. There are, of course, some safety margins to consider (30% or so?), but I'll have to deal with that later I guess.
This fellow has many amazing home projects many re/ placement of monitors. https://www.youtube.com/@DIYPerks/videos[^]
