# Spatial Meshing

Spatial Meshing generates a mesh based on scanned geometry from the real world. It can be used to provide valuable spatial context and help to ground an XR experience in the space around a user. Spatial Meshing improves immersion by making it seem that real objects interact with or occlude virtual content.

## How to enable the feature

In order to use Spatial Meshing, it has to be enabled in the OpenXR plugin settings located under **Project Settings &gt; XR Plug-in Management &gt; OpenXR (&gt; Android Tab) &gt; OpenXR Feature Groups &gt; Snapdragon Spaces &gt; Spatial Meshing**.

![../../_images/enable-spatial-meshing-spaces.png](data:image/png;base64,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)

Note

This feature is currently not available for Android XR devices!

## AR Mesh Manager

The **AR Mesh Manager** component must be attached to a child of the **XR Origin** Game Object. For more information about what AR Foundation’s AR Mesh Manager component does, refer to the [Unity documentation](https://docs.unity3d.com/Packages/com.unity.xr.arfoundation&#64;5.1/manual/features/meshing.html).

Caution

Attaching an **AR Mesh Manager** component to the camera object changes the object’s **Scale** from (1, 1, 1) to (10, 10, 10). This causes rendering issues on headworn devices until the original camera scale is restored.

![../../_images/ar-mesh-manager-component.png](data:image/png;base64,UklGRgQtAABXRUJQVlA4WAoAAAAMAAAAgwMAHQEAVlA4TOUoAAAvg0NHANUKg4Bt28g2f9TdcVICETEBIHGjueZ0GTwLuC2P6ghOVWLSAZzyEIdKTIrXUr6llA31e3IPLS1Im422nRj/0IK0WWjOw980JSlt5qjrcQD0uv8fyZLsvMI1V23mvi9l6cq8pjy1KXN9AJljjnldeW1e85ptHu0yB3qlYGZk5cmZnMycBQSTINihhWj8Dy8RCPDSu/jjB4IIHopaE4zo/wTQnbZPauT8M7trO1Po2w43VEioEN/4VqhQISEh4d6Lb5wpnHBChxM6dHifQCNfqmrfFGJkrYoVo+pSsdAjqyT2+E2XTKGDwWV3NZTbeiMo72fOsO9UVlYikSORyB0qIyMjIysjKyMj5UaS5EiyoCCDzMNJJll392D6PwF+XNu2bTuSrewwAwZTKVoSKJpooonM/xxrr23/qXZ0mwo/WkNHR8ehbmYNHQ3U7N8Is43qT3Q4h7GnWDDFO0Oo/xOAR9k2QZIkXX+PMeKKK66Yd3OPyJxqqM6ulH4Mw/gv8GMYhtH6h2G4Yfob0f8J+K2/8OWx9xf8jb/5x/84/e6ff+z9CqLxJ+k3H4Je48FX9A8fe1/9g0fe3yuGjMS6/KjCzkMDZFDAPq4DQ2CC8MnsFw88oDwKjLFYAwMQdcgZYzsH4JPXfHpA+Z+CEK8FKiC3QQJCxM6OnwGY/7MV8PUAnAa41eHgVwFwMgB4HxgiX3dgH1zuwbpgYmcHD8BfOpaZn/MAQISDzjlMRQBwMgA4AAAiTC8FID2ccxCfBj57zMAEUuI2B5/Lv1pV9vgKyCXjRJDbpvH1cPwBig/gK+hmQJgDHMFMRDwL2mwBE2hjjNn0N3Dwu9klJgjGFJwI0mweAhRjFCaQu9k9LgP8/t0KB6it/uGmPE6zL3UGPJyD39uKWxzCZt9SSnbLOBm8ScbjRDlGg9/7XUHmI6XHAf9D+ApWH8NHkI1Xn0MQBKtxlmXjYEW7wQQZQHMg337Sqyh24bICsvXlRxP42rs5WehJHth6jx6TdelJXgqVkgT8vvRl6YvxOAesdYdzCEuTuL1BxZSiMTGlqDALB31M0QOngA8pRY/f2TfqyHzUeK9QN4qrLNtpOf4cgq/gALRSCRW3FZrFeFV0gQnFWDWv9N6bhMj+SO+2tzDp0cM5hLcDmAogPARAlBScg69dBKFzDgcnEApwcAKhcw5CEXztBg4l9boW03uZYOqcw0EfJBwOOoetW8A5xK5vb/impmSylNmkZCRmIKxaa70GH1PTa8AJHHwpCu53JoP6l2Il4Y7ogKJqo+bNzMNuy57yYxiHStg6zbiZeXMXWpUZo8jQmJ/PJxPKH77ZMAe+9ph6OWAA5NT/QNDVZOsiyFWvGXAOsmitJAQ5aB0g6GYSFhFk2bXycMhr8EqvGc7BK62LhHMOsuji1RrgHGTROng4qDVkXSDKSy9wMN16wJu2wwF51WuGg1+LLDojrApQa5arLh5QsbdVwUF3K3Fjg99Saspr7VVLSXvMWE2ttZriY0q1ridxCCF/PYccRCr7Yz4AJdT7mYczLy4M1Ze10mysF823heE2NG4me0qkv0LEzITy7fLdj/ys8NZL7fUI52C7maRu4CDTkiYoqS89/YEHVOvL0qPEZFt6X1Zg68uyZDhsPU0QWl96rxlYuzVL70kBOfa+9KbgoGzvvdpu4KBaX3o3Hog9tm49BGtPWdAyAHgP+G3pvacChJ5q7wVbj4DtNfbeq/S2/5feKxzCsqibW7YptV23KkNLqeYZDgd9TNED7pSAlPIcZFATFSTcEaOmxLi5ty9OiPBCO8WtPobmVu9n3DxCiFXzo2aBRAARodTF7pJ4ju5N6qVJHABk69tkW5oE1m5jN4Bs3azb21KA2OOqW98nvZmt9fYNtm5j14Bsi1mShIw9rjr1bbK0zSy9AqY3vcYeAWl72na7dANI26PeW9eTpRl9YOvWw2FdetTBA3BYl8Xo2ltG6D1FEw4tcd+WvvnV9qQLHHLq+uYWWvr3KSW7yj2lZMMc4aSm6uFOCZ+tNR5fzSEf8HOuPPzxvOJCO9k9gLGS6v0Kz/OK5seMEoV4vSn4Et+s/kfEz+PgbTfIra8iuxYde1KTtfYVPi66TvZeAejFwre+AqFkwQqoZSnYelwX61F6LBOvVglsPXqsPSlg60kirAEoS5IovRcgCNYeJaCWJhF7ywCcoPYI5+B16n2xewa87QbwtZXJDuBQy4DuKWPrFnAO3vbt5qbSv//4+Ehari19pKZOASmBsim4E4WU4ln4oP7l/1FBwh2zkENt3IV2F9qfC+05ar9eK60yPVHep/dnc3Sk92t49gskGd/qutbU9O8TP+eE5SfFy9qrx0SYCib/tCwWYWl5ImOP+76bJUnUnowOHm6SAZmWdSJtV772VU0AWfSWup1YD5QlSUCGdbM9Sey9ScDbbuBNt/u+b0tSiN3AHUTsFc45QK6mLb0FhJQUHLz0kwznDhk45GUpAicyt7lkQ7Dp4yO1cALkGhUAuFNla805OMhJ9seFRiFp1XF6f0p1PA3rdjHah8ZK63R6f0ptPPJH1SJDAWi7tLbYXRI/Z+mf9Phtbf0tC5qpS9/gBL4tausbBLYvwpYRYu9LqhkIfZk0EfZuVEpS4Ne2LGmesmlJabJ16+EQJ7X3ZXoqTL3UqRuEJQU4BwChL8dtk3TrCy39+4/Utpo+Pj6SnQUAKqV1AuAUDshZwp2DD0oFCXdcdgHlUJHK2mIbruliv2imsvWvpVZUaCT3tixWS+LnPNuXae+7wACmNwkB9h7fliCKfc9CAL8fikm9niCnFLuBoCzLHvI2R7ZeVS5Lkth7k4C3E9NNyFM/p/YIB7/uGQC2bpHTouAgpZ9n4BCWOdvNTdb08fGRYhQYOQMyZ5SUtiyUOIWDlP4sHGRQGW5OVpVllZW0GGXZogyzDI1Jamu1p7/ynIWwLDqEEGq3HqLc+u5F4a33CAH2Xj0QdIHU2gNbb34eau9LEO3dAqhzwpIysPYkoXrX3pelG2DtVgJZl1lbtx7wtlcJyNgjvO3Gw9dW5qUM7D1lAZyDTF3f2hzWlj5SzTmmj2QL3Awdqy8pNTuN+iTwpagz8Tn7GXGY2XeA0m3mGKA8echSPPHzBHtvEgDWvgSRw95bEPnY+3ogpGUrq+0Gsi2bKrZXnKD0br1I97QqnebktGxhtRMfezKmCWTrtay111lrTxkOe+9x323vGtB92VbTU563xHVPffPQfdkUHMKyqNub3FJKVcqaUtr9LBkySkpbEMpTwIfWqsc5OHgJd9QQQQfKxaIsR4PBejAvraPBVOwQnkwA8XMepO0bnHPIqe+HZOtVhLU3KXIorfe+xAyU1JdlsfkU0i4aIln7srQ6B9vSl2SWJIFs0pL22A0clO29dxswJy9dwcHr1HvvafeA31LvPRXMq7H3XiWQY+8VDmu38ubmIPeWUq0ptV3CzQUAlZKG2J0mpXNxgDsegngFtQ6G2zW1XRHCIocH4Pl8MhM/T+GVkhOHoAIQVIZzCCoAQXnAqwCHrDKcgyx6DR7OIRe9Kg8Hr5SHQ1ASWQU4ZOUBrxQcfNFrlioAUgU4SKXgoLQOXikPwOcgEX+ywTlIpbWScAgqH+NrN3AOyEXrkgHngLzqkuHglfKTrMJkk0UrD+cgyxrgEPsOd3uHL1u0tm7Fw50SudYAd3rkGDf83nnMZ4wVQ+t2+z5sh1Y6FSyyg3MAs/87H3IA4IQAnAPgnHMAnAPgHADnHADnnIPQOecgdM4BgHMOgAPgnAPgHADnHA46B8A5B8A5h8N+r8r78NY1nHMQOucAuCOhUpJwzkHohJg65wDAOecAuAmmzjkHAA5hafIW5wAvpfQA3GnhPdzX8KUEuPcRRWw12CLPYsYiBwJnYDYf89McPva3alpveXJq+C2tk68vcEfD70nD3eYxdacH3FcFAPduIjZN1jPHdeCxyHknCMyn8bOAg9zbW2pbhvua8FmeiWl6hoPM/lZ3ec8oYoxNPfspYxEq6677mRDwUnrAfV0A7jy8h5sLwN3dRFHEnKOeGQDcpQTc/eqZ/WL1iMfeA+Ox9++I6OF3Mh57v//15egGf3Mg4ps83RiY/wrFmzU+PzLdFIjplv3d51NkuinE29z3dFvgGxrwsXhb4BuZbdL2B/i8WFH8pIhbCUEJA25Sdm13d5THe0BrZhSfQolvVN02f50IQR0MIDKCkfMQVHf3hi/RfMGNz/LWK+6+qq77zozeiIjtwHgHPR0VUn2GI/xxdt42ZOonAeJ04ch56tCPJE0asJ59sY8+bfoDM3yRz952YPQWbUa3fAdU03ZpDyQPpEmTtmmTPKTImwYSDVzq74d9pk9D2zV9kA/W78mzJ86N5+ilj9zgx/nN+kra5krqst0dUnXbzF1Ja5dm1LxraCKlUqIUdDCgN//3TX2rF1a3fJABYMewZn7FoZ45MTZ8cETw4NjwYcRDv3BF0ABcZkT5YkaUD64IOgzAtcELyxW8b8Bd2iT9nStL0Nmlgn7Zs7ES7RxtMNPmKCN61gwpyneNjJLb/Ejc0MgJpY2y3/2f3+pUU18z9aEYwkqlL6k8lEajAkCNZgqeTOlJXnr2wmldqJGmDXBamqcBOEeaNADnSOohQI1mAkArR3XjVIfN6A2bMpyfQ5NbvNSs7VBdwn4xZTNFM9N3rE0uhcqMMvvKz3slLYtiVP3tn7/Z/8pDy1B/qOXLfgsBcLYvVNKUDLdoZtsza++zl8g0gJ04tMrspy4Ks4dAzNIxAWAn7J2HcKrMHAL9JI1bp+zqUdN+F2bkjML2irZN2il+IG27Ju4dvx75X5nvSbUMgmU1899vXl/4LQ3s+DJFcmdxoRrAiocWAdQErARgw5MArDQ4FVOAlTyYADh7WQCcAEwAUBucBoB8iBgCoBboIW5atJz5w7HNyAmz5dcf6wtn75383/7x8bG0LYqT459++uuvo8s+ZdfE5ZmZ52kf0ENYjYuluE4DOx0E4GkASB2sBmrCB5gV/RwKgGcBmBU7adRTl3iInrgqgZZvIG7m/iHZVN5cSXBS94T1sFkkiYL15Y8//uPnQz7ZnU8a6IkIzdfgVBOIqRej68WtUfMtrIyWT8yR8i22pLzEw8PQ/eg691DQrgjazPn8qnlI0SteyHfyEhP3Tk6LJAmK2C+CmZ+/XDjKzNQQaBmI6RfOdMovkkcDgLmTfosTnMCBUtGcd3KCdqZRT132IVo8+gZidBi+MoIc35/dNG3GtF2ztFf1zoTNFM0W7xriU2sQxwH98uXLzw1ghwDA6Rfu4QkxO4EDWgTgCw1gh28h1cNTTQGod6wFYKVBJQDnQ8QQAO6g78zu4oXRGefHntztUdnu6ehJviNt5ITtnY67RsR5nue+7/u5pDUApS+WfAKnX1gjvqhpw6sC1YbzM+qZxInTgPN5KwnvkwZ2ltXzEFYSjokb6DtXdxRZ0evH92dnbkpq2jZXUtP2Nm13XzokhW1zlbxpiIjzZyG3/ZcaAGoCx516gR6esM/iBUKSZg3ESFLgPeupF9iR1PMGYkZKXbCSeh8CpZGmfQd954rt7t7g+P4d2Cbp16Tf5bRJ37l2hPl5YqvmxeWTy2Dh6iJAAnAZAOsCxgZxZWwQQPFCAi4DYAFAEQBqt1wEXAaAIgDGhklcTSKGABgbZQAk7p7vzIqIKPr7d/I7vty8DkR4K9sw/rSTALCHOxjhO5/x3W2CzOx6xp0ld9K30/sXJur2gR7DK43WuL3iRbmDCcx6CqIBDPr5d2QaNwVBAMvTuDEIQfD7OPKGgPV/oRABLE83BuCYnm4KhG8AY+Pz+fWiWwJwwFr+dOLbAt9grl/y1YNefFPgeIzXvwmaU98QTybSTiNEPXmwwFAoZkqpzmC8A+XdH8j7eqrI9RO1997zii+y8n8+31HK+hZQrRd0mlUYss6cEGJv7oJWiL+VFUsN2IPgNECnGjhiYEqnGmHX4yiMWUN7HqBDAJ1qjBkE8WDKmZkwTgeNqw7NlnvvT16GcX7xv2/rgS19eyr7v/aJ9u8uZf//mF+ifNbUW8/4HtCs0g6AHKrWWgGg2+pbgOZKy2ORYU5rYPclJnmqH9dxgExKKVmTT0P7f47bUaPuNIN0HKRTIZG3FieibZuRv0vClWHtYNiVmeFPMsxOVxyqT1/VZm095/fxLQTenpGbFNW7vqQP3v/OyMv51C70frLNHlG/W0vRtsmTDFsx+Ci7zYHVTLrHISo9nazWOcmUqWQqhdknzUzanISVxfWGZv6fZEKy9ax+vIPWgqC8NQFDk3UIPYobWy3FOwGQfaI6rTWh2toURBu+ktBsOcVd1Lam/u7pWjnyYEmViGb9j9ILujuURg5lYkPmEH0ZB2gMEtEYokjMLK1hZiIeg5lpjAn5thExM41Bh2jQMf80yUlSghEP0RgHaAwS0RhHKT5IdGAYSzQZgwRETINHK1dcrJ6EJBFrVxjn10e/6D+lXNTct48JLPftPjHve4xT4jPpVGLs7SWsnzHOE8xxPnaP6Gds33bxx7efpr95dw1dmpqyjpyuS+O9eYY0TU05u9FsKCw+xWVC2di4e2YmaWI0cpK3aPdxBO12MMw/0VYTlWqjBnOIS6orUagxmiwwodpY6JCpg0knW2miUhRQqTauYGZSJsYNk2xs1OMEpLUINS11Jx5rtLUQM2mtagXXesXNZxmaKZmwVct3kLMHMH31S/VuMUcJYmwL21l2fEXksz6TfRLjtAg9niKaN2RlR5A8R1TPQs9HqWHd59+8VFk5ny6jtL5dLg2ZHFku2167eTKXAACoNC1QLeqt1S/M8o+i1rYO3lLdtFn0HJls3AOVVPWWDLHcFqsDhRS1ttZPbNx0TYVEw+7EpK1OnpnJ2F1QUtVbMsQcUtV7M0S11U3HpZyiVtHYbdKFSKdNm7QSU21x04N1G9db7Umy/J/SDJXtXUxfoGfYTS8B1JOw8wAR2OmC8EevTIrqXcQoAvMGqOxAfQMyAbtcTgViPH/zNOsdADlUrbUC4G59C7Bz8Ga0BgCwW5jAmi/M8ruVWCfPLDV4WwoxbW0cQqzEMhkw+7YSk0qKGe3HzKz2wSxTmXTFTHuSIp9WnsimmdknXSa+rcSkUmA2EcxZD6pJMiNGOrTnnLOkY5i2yMwqFWJaU2aqSTIzq+Svt9SrVMu/p89Lfg/q/wnMsy4xylpr5ZNROT2ZwDwD2v3Vx9h7+DaI0YH0b15rrX3sBbLUnrMDPUMAfX8DyBHLBS0Sy+ceQElSEFL4G0RfTB2sFzWImXmzYGaVPFP9LnwTSkyBWSbFzKV5IkLcDjETDZn2SRzM7JMWyaQEQ9vBrJsXrM0TEeLGvLUwiJmpRmYm3XBoSSkli3lkIohIJs1UK0/zkq+9fvyxvwzpJNqZd37G1RvY48cfw7x9qvf+rOBV+9fHGMP9lT3uo/hbz/ibl6pWZWWoWQ3ZreEtU9b2DIep03QbQA1q/CJYl2qMMe2PBvuY6pppMpg5CPqyLCkWmgRm2hczTfEQyXWrrQsMMfOw2xySKfCwO01oX8w0VebcUl0lMdXKzLweo6WU0tO8EZMxxtRl+/lA7UnEep4URNnlu4hR4j9Fd+OxuApQzOZFX+DBy7t0Utxyp36WhcqNx6Xvv3m6Lq6qQ1OmWqqqM6dZq2rhROiWeWnlA9s+XYn5SzE2mTHDZin9YD4ibfu0HNIpbqtqgk1kZlE1FJJkwZa2fVqY2RfT0kanUCw+QduF6ucDlvOEMAtU9erfBc3zSdzQdwAxhWoAj9svYN4Apr2IUQQaNx8VCH/+5mlWaQdADlVrrQC4W98C7JxgNc/bYCFSSTIz/w1mJmL+olKZEYkPitbvBjMz8QG0nZghioOZfdIipFXEKmVTSbTawcxMzEzEjHXJZ0QmDmZm4iNU8tebUm8hAM28Z7wP8/OfeJHOE0Qfk+mPiD3iF1DxKuroulMZhtrHXZnEc+r3xIOwHpqg/4bIN03MtGYiVYjZp/XrcE6KmaHloVSYOSTBkpl5TUE07E4itJoKCzinwMzQkmkNxCyXcC6WmdeUmdlrf4Ru42rbWOtthhQ194JR34Wej8ULNffhvoQe9+Gj8gtg3cfwPbmjDh+jjJuRx3Bv+pun2ZSVJ9PTXbo8PV00IqenbU9z1Qn80VyyiHTaQtiSYtZJ51Cb/Er046aziikfoGpVLnYRtFqCTvsQsYlDxHtvOEBb01nFlJm2tGYVLc6Dy7IHgmklK2uPqZWvOFl78lqr5Wf5Uc+Oa0BUATa5WmrLADRXSwGaATCN+5h6pWkXVNeqArAJEKulsCmwqbnW5G+8ze4wTS/oDFmapv8cpqmuu2NpgA4MQKwpM+fomZn+aWwtKmIeq22tZuZ1m8gKpm07wtfMzEyrba0GZh51ZWZvWovBrMzDrMq2pgcfDG+SqRhillEzs6pgZlptazUwM3bbmpFM+z5RdYhkzIf2nRm1MPPQrQ4e2rZmPDPt+wRNXXEboran92dNjXp+d7gN1Ap06DphEAsJg8+RMPh4gPgwgfjIYXc+LWGwmDD4jImYmQmDj1UW19zeSBEREvU2sbH85JeI01zS8a3m627zct8mgPcEQ108lHHtfXYMftEtgfBNL/DzaxqnJnrdFgRwvsHXf4VOza8XjZuCIIDladwYbvy/1IUu46MH/+ZvXMQXPXTQ64fX64d3//rhT/mhgz/5Mr5e9MBBXsx/6SLyJ//iO5+z9NfMp4Cnx/DBC+VdQ7+GrfgTAFlvxph99VcODy898SEmLxx8kaY6/L+7e6n6FZ6PBJrxzx6KMeZff3wYs+Wrhn1NKRnwobykaSG+SBdgr7Xy8KZfYOaA2O2fvWA+DppdXjE8TFuzftuID5RFl1KKv1SPgOin3kXoRkKhO0UIkEDTH0m6kf5589sRH0bjiglvgZhKyod0AwufFwzbRYDlPXYT6Glrj70EzL5HqSIVI40P36vuCah1/dOGYj6ONfmK2Szxk0fbiUUmDiLm5xm/C2UPUPGndW8itpech1eIPXLbPmnHmM/ZbZpnIEbhO9RflVLPKP6qZChMduPn88m1jgOxKr0G4stGOhOaJ1D2eTGYp0M9FSLfYZ5BfQjSSd8hyOGaVNuMPVyVHlrTgs2KmOxibXvbBl8+7R6S6mnELoD2FvVkE/AW9VTUPf5YG20V7Efk4AnlTRNftHUmMbyUUvZHJna/lC3Uz3iSPhEjK7zzLerlNTmfT6zyqpwiUdOC7cCThVTtuGh6PIix8219D6Vn+57v8YxIp36PXJdan8jjGrU8ORp+PplqPeb5fPL65i9a9Qe0uwDEZ0D19E/Ms3rRP29YL0cYjStmb4OZ0TSxcCjPzLw3XCxJdbgBzStQu71Xe4CN8qoL0B6++Cc+vWG2PK6Y/KYHDZ0kM/lADGtA5NtGF2rk/BQfCcC2t9R8f+b0lPpZd9qeJ5A/3P6R0zLGfHx8GLMFXDO0pa1saSfmYZJkWlMtq22Sn5cI2xhjlxbcWh7uj0H0fHkeQdruO4lUDJh9NGCewj/zCnozxmyrHFeqzZOHti2ug59MuoKZSm3WSH5epBMqxOcVwdsSUE/6h44BmUP242q1ezLTIObn88lM/Hwy0yDm50+JX1VWRvxjd+06PJ/M/BTzc8rMz7P+KaDsI/HHGove/U8BajL+WOfPy8D8oov3Rzu9Pvkivng8cgzi10Xk8dgxBl3E8fBxWX9NOXr9MPvF9HDDp3jx480nz/98vHl98nPu/YHa0o1l+7VS0/cJ3z/EOOtmnvprPSN+lHy4XerPnuFd79hqKQDVGWtFtVhrorpSXCy1ZO9East+hPR1ll5ouY8zJsTe23f1st3Pyu4fw6CdM47XV3P4cJ8/QZ7oPl9MLzPq3kbsky3Mfdkcp0xrp2Gjz6h76059zJj70U8Q2dhx14cB8zRib4F5EbSTQLsjE9Dc7mJ0IIIfISTPNxqPAO2i2J3LA6wzQaWAYqa2X+k5TzLxQ0TZ5yVG5mZ/ldrwsccr4vHjT/wQIfZep6Lx6KZ81Tp5mtYbyGb2Ej9EqO4fFfowYHrma/QMgfIrzQDymT9FlD8u6TxBdJ9f1Xyi5K9sZBHF7acIUS5q7sNH5Yuw7Xvs8krNx3ZP+vGBYNxGCgBbeRmgOgFVA6IKmBNi5WZWBVYFzJaX8d354r9493BK8d8VnxXfn/zJ8+8gvp+ZPz9nfH4yPdwQ8Xz6/uHm5v9r//0qRHTSxxt+/ensH170gHNKfrz55Pmf9wayl/F99WJ+zr0/yO5+jrsP+8uE6cfHbK3tk1tb+su0HT8+ro8bLxW6kVDohUJINwrdSCh0Ufapi0I/Q+zZuywBLde+dxOgWsZeqQSo7bFXgHKufe8lePxj98CevUvSD5Ao3nM5Dei+e95nAcv38+x9DGXvufgjVLz0PE6Ctj96k8p48vb5A8R6Be0h6GcJ2xtilIDpx0i+hNqpqJwKNgqQ3aCeBJbrDxBAiu4BfQQou0gnAfRj6sMkmWdUNqBn6I0c4pvy7iJW7vvDDfoW0DxYbpd2TNt7772cjkq55DfUz84pfoLM4SWv/pn23nO7vgKlZ/iYPz/0uAHPZ+pJl35MfQtAfA2oevkB0rcg9mfCd0D1YzSvgGX7zDGYWRB768cH6+Ra+/kMy8fT9z5GFG91DZ+fSB8lqZ5e63MaPzfajhs1d8+5BOR+WUWA5f7Udgwiu3uvoOe5tCJQG9u0tvte+sHxrkx8XgLIbgCK4AslQBHiexI2ULrge4cvVc4CGyUu37JwDsD1f2e6u2g+evEx+bYlwF3z/QXM3Hszvm9vkG6O+wsk8YPzYvzw/LX/ftkJ4Xzi9sX0cAN84v7FjzefPP/zbkj62/T65Ofc+4OaXzZ9lX6VWE/PVb9KXZC7/W3i+4c2xjgfPsaOL4pmv4aV48NPj19Dz4Yyvk6r/mmniOg+I4Ivnif9ErZ9Wdjyrl9kQBhfHv78aXd93LiPumoAqgaomrWTa2jaZU5QDVsToq4ar/ScynWdeom6atzI0poCVMNWFVFXjYtNoWmqq+rG6qoBxPJSDWRpTd1EWjX+mLNy3HcF9RKwPGX/OJ6iPIBKF3XkcTJWjvuuL8KLbiJfbB8/uwJa7u49wEbe55Ht4577gGcHUfrjfnoAabh7mZD83+NNLHf3HkDdPrzEH3Iqu1rdblA9Y6Mr0mmm2P2yi6hnLIvYu1rdw+7mabxre1er2w3SeaYt72IebxbaI1ktZ0AfQeyTzfJHAxulWvUiVL2bqP5MW/5AjD0tjfWHXPIJmDcg+3yGwTwJPrGA5hOY3u7qSW9ln8D0TOwiYPlknixIpwLmb2xBjCI0A3g8IPwBShGw3JinARZ/xil7nXPWUQDb2xdfU0F91DlnHf1LVLYA9a3pC8B8MT2Bsgeg8kYHVLYAYqbt9iL8mXPOdSrhYxm/8fcW/WNc/cL6d+i/sP8dV38xT3trFy7PUD31Im8vnqHL8xVa28f2N8x9jDHcK9Tivpv+kHvGtFsgyvH6Xyhj2u1deNFN5HrRpW/Nky7h60W+61+xzlMt8hvh2W4FyFI/z59xLDdAJqCdVLa9sQV2XpHdAJnuyCfdtDPhcQNsdGL0Szr1jnUqYOML9AyB+hvaHSAMZAL1oT/jzHugNRKYd9WTwTyH9JwU1j/emP4EWiO9sO3JZMu7oPoTxHMqyp7E3FsvzLuh53xF9gnVb8YO0TwJe3ZQxxK2N3/GkXzs7SVQHxNlr6gfT9g4Y/TxBsnHHt7jBVaODz89AC0fe3gTqPvePiYvSO57lPIF2PC9976Qjzfp8bHdF0Txvd3rH24z6Q5rOVeB0gQiTVBqE2y1qlohUlywlnMVb6q23Ka4ne1pk6tSzisAJbswW14xE8wqVCdArYC1J5slAaqtCtX8tAmglPMyfuP6XcTHSf/ekn5XvCtei34X4+Sk35V4KfEbDxtwf/dwRwNsbrr4/GR6uCEE3NP3DzfY/9f++5WISDcfb4Dfdf3Dix5wusmPNxtw/3mPwIjie+RtxAH6bu8RlIqfke0z0fNPGj1n5/a418/s/pOmnSxg7hE3kt6TdCMhCST9QNHewTWdCij10us7M5feBKQ8n1KZufSmHyfzLG5lAnUvz/alF8lHL14CHt+7z+r76d710ySdeXe7zhLKXu/Me0D1LJ6PLOjDoD7x02Qde0e7CAh/7pZPgGcEjxvQvYpv13uIdOY7MfJFu+ii7LosNx4PoLr3NfXjZJ51J9OFm/1ivJgvmHm7P/ppEqPETfKKdhcQo3NhuV2yxyvA8qk/TWgnC7A9Ah6fQDrrbvoSxOi606pAPenHifopK2X3CtgYaS7vcafH80zFJy+6r5m2248TtLYffyZX6378CYiSAeVxfFeglQCsu/uu/DyBmNPEvayaACQAxZwBoOAqqxZ8u/S7iO9u/u88+78/4BC/ZvNfoYebG4SAW6LvH26w/x+WIxzHA8EMcBfPTwhWIJxz4Ngd+ASwAmwA+oDd+wCcYIY+locN4AT+czPpNw8A4GcLCOta5KVTbS3FX0WptarLyvFbB8z3CPxMIZtmrbUaFydWvFH3cT++9Jeo2/93+K6gMux3DgTdB/pzhbW2SJ/3pi9OPfVV9ZEsZjntrxCjzIg6RkAYv3FAkg6Mfq6g7hVA2e0SNU0BMtNMUzeaqcbF7BITNCNq1YxIU2imGhczWaoBWDttxo32MAAVNzC7xLzIUo1LTAExdbGaTK/WmQC1GJgJzXqdAlmq8Rsl227vFcwfXbA+gVrcvRtEeR53zwFEd/ddgacIaFvEfoqXOnLxrujuviuQdxt+tsHjHz7qzTyL23oWPB1Q3gJldx8JWMOA5BNYw92z3qgXheApIva5ekXN3Uf6XWLaor9bqKfyrvmulkYJYp885/PRQMWX1e0GfQeQXZifZ9o8nqep+7LafcJzdrXkXcQ6y3Szjt3F7tD3zRB6vNl8vEI7l3UmVH+mZc8vbIwU4rbvQHPOmXyHsjebj9ffI6bQAt0tpGNvPW5APY3YWxBeRD0JmH1+pgjsdEH1BMTI4jkVeNygnsp99rhT2e+ZN0C7663YXaDsccfcx/uKV1c9bphnQLvr98jHnfg+QrsLiNEVuwPaW8ojAKTPPIB5BppXM7O9xeMBLJ9f1T+RzjIzKyPemp7NzNqZL4j0jLPTW8sXpLPMzPqI3yGmvXm+X6invhMjA2jvV2VLz9bl+l6+aaD8Ma5+GTfnE8vtLnZ/r/3rY4zhn6jHxxjD3wGibrc3qj+C9q+PMYb/JuW00h2DedZNZCPGo5vyifHO+CKv82p8VT0LIifqaa+eIdZZ81afyPNWdxLXedYrGyWAdda81W8QU122fd/f2p75HkFlzIuaT1R2AOYP77DcANWAxy/9Myw3APFl2jtQ99qPQR+XMkQ9CUBAOxPIZ2KeASRulXvc+Cs9bgD1JADx2yswdrq8WXWXQPVRQ5ZPF6yTRTw+3zPvhrJPWB85YvmnYnRDc69PzLN0Rzp7ag4/GWhnRTQfIvY2mLuJenqojjNR9irsKbqhnRzIypl3aqdFhKS9DWxn/QY9eWBqjaf7BOo+Y7v3AJR9l+FJ75F8lO1ZEPtjjN0/RXUv27d9QuXseqc1ztjn3x2A7TNGKUNQt5fiw0DP8bH7mRDddxm+uI/njL3dG3fT/x1jjL2Y20vxMfkderLQbsTP+wSs9f5UcVXq5akCrXRZS6D6lJ4EYLlnq02oVSBavTBz6dmA2gTMHIDl5wWy3HvOZwFY7s1qE2C59GwA0fozZw4gWi9P1QuUeil5CkhLRL6vYLmUbPweCbmE+wWQeFMSXynxUnyxxFeKdyWUn+Aq3pR4Kd6UeF8SXy3xG3zMk5mf9wvf3Efd1jED3+w4VqAXM9/eADac4ITBr0++wW84EVhBEOD4nZnGjQHz/9p/v/bfL2f5Cw8+f5f+5h//CQBFWElGpgAAAE1NACoAAAAIAAYBEgADAAAAAQABAAABGgAFAAAAAQAAAFYBGwAFAAAAAQAAAF4BKAADAAAAAQACAAABMQACAAAAFQAAAGaHaQAEAAAAAQAAAHwAAAAAAAAA8AAAAAEAAADwAAAAAVBpeGVsbWF0b3IgUHJvIDIuNC4xAAAAA6ABAAMAAAABAAEAAKACAAQAAAABAAADhKADAAQAAAABAAABHgAAAABYTVAgSgMAADx4OnhtcG1ldGEgeG1sbnM6eD0iYWRvYmU6bnM6bWV0YS8iIHg6eG1wdGs9IlhNUCBDb3JlIDYuMC4wIj4KICAgPHJkZjpSREYgeG1sbnM6cmRmPSJodHRwOi8vd3d3LnczLm9yZy8xOTk5LzAyLzIyLXJkZi1zeW50YXgtbnMjIj4KICAgICAgPHJkZjpEZXNjcmlwdGlvbiByZGY6YWJvdXQ9IiIKICAgICAgICAgICAgeG1sbnM6ZXhpZj0iaHR0cDovL25zLmFkb2JlLmNvbS9leGlmLzEuMC8iCiAgICAgICAgICAgIHhtbG5zOnhtcD0iaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wLyIKICAgICAgICAgICAgeG1sbnM6dGlmZj0iaHR0cDovL25zLmFkb2JlLmNvbS90aWZmLzEuMC8iPgogICAgICAgICA8ZXhpZjpQaXhlbFlEaW1lbnNpb24+Mjg2PC9leGlmOlBpeGVsWURpbWVuc2lvbj4KICAgICAgICAgPGV4aWY6UGl4ZWxYRGltZW5zaW9uPjkwMDwvZXhpZjpQaXhlbFhEaW1lbnNpb24+CiAgICAgICAgIDx4bXA6Q3JlYXRvclRvb2w+UGl4ZWxtYXRvciBQcm8gMi40LjE8L3htcDpDcmVhdG9yVG9vbD4KICAgICAgICAgPHhtcDpNZXRhZGF0YURhdGU+MjAyMy0wNS0yMlQxNTozODozNiswMjowMDwveG1wOk1ldGFkYXRhRGF0ZT4KICAgICAgICAgPHRpZmY6WFJlc29sdXRpb24+MjQwLzE8L3RpZmY6WFJlc29sdXRpb24+CiAgICAgICAgIDx0aWZmOlJlc29sdXRpb25Vbml0PjI8L3RpZmY6UmVzb2x1dGlvblVuaXQ+CiAgICAgICAgIDx0aWZmOllSZXNvbHV0aW9uPjI0MC8xPC90aWZmOllSZXNvbHV0aW9uPgogICAgICAgICA8dGlmZjpPcmllbnRhdGlvbj4xPC90aWZmOk9yaWVudGF0aW9uPgogICAgICA8L3JkZjpEZXNjcmlwdGlvbj4KICAgPC9yZGY6UkRGPgo8L3g6eG1wbWV0YT4K)

The AR Mesh Manager component has a reference to a **Mesh Filter** which is generated when a mesh is available.

The Spatial Meshing feature provides support for the properties exposed by the AR Mesh Manager as listed in the following table.

| Property | Supported | Notes |
| --- | --- | --- |
| Density | No | A warning is logged in the console when building the application if the value of this property changes from its default of 0.5. The mesh is generated at a fixed resolution. |
| Normals | Yes | Normals are generated on the CPU when this is enabled. |
| Tangents | No | A warning is logged in the console when building the application if this is enabled. |
| Texture Coordinates | No | A warning is logged in the console when building the application if this is enabled. |
| Colors | No | A warning is logged in the console when building the application if this is enabled. |
| Concurrent Queue Size | See Note | A warning is logged in the console when building the application if the value of this property changes from its default of 4. Only 1 mesh is generated by the Snapdragon Spaces Meshing Provider, so changing this has no effect. |

By subscribing to the AR Mesh Manager component’s `meshesChanged` callback, data can be retrieved about when a mesh is added, updated or removed.

### Sample Code

private ARMeshManager _meshManager;
    
    public void Awake()
    {
        _meshManager = FindObjectOfType<ARMeshManager>();
    }
    
    public override void OnEnable()
    {
        ...
        _meshManager.meshesChanged += OnMeshesChanged;
    }
    
    public override void OnDisable()
    {
        ...
        _meshManager.meshesChanged -= OnMeshesChanged;
    }
    
    void OnMeshesChanged(ARMeshesChangedEventArgs args)
    {
        foreach (MeshFilter meshFilter in args.added)
        {
            ...
        }
        foreach (MeshFilter meshFilter in args.updated)
        {
            ...
        }
        foreach (MeshFilter meshFilter in args.removed)
        {
            ...
        }
    }
    Copy to clipboard

## Limitations

- Transparent objects such as windows are difficult to detect. When objects cannot be detected, holes appear in the mesh.
- Highly reflective or glossy surfaces such as mirrors can be confusing. Mesh can appear to be detected *behind* or *inside* these surfaces.
- Generated mesh is less precise for more distant objects. The mesh is generated up to a distance of approximately 5 meters from the user.
- It can be challenging to generate mesh in poor light conditions, or in an environment where lighting conditions are rapidly changing (for example under strobe lights).
- Mesh updates occur at fixed intervals of approximately 1500 milliseconds.

Last Published: Jun 06, 2025

[Previous Topic
Image Tracking](https://docs.qualcomm.com/bundle/publicresource/80-88642-11/topics/features_imagetracking.md) [Next Topic
Plane Detection](https://docs.qualcomm.com/bundle/publicresource/80-88642-11/topics/features_planedetection.md)