# Is there a way to adjust the height of 3DTiles for different layers?

**URL:** <https://community.cesium.com/t/is-there-a-way-to-adjust-the-height-of-3dtiles-for-different-layers/18080>\
**Category:** CesiumJS\
**Created:** [April 8, 2022, 4:27am UTC](https://community.cesium.com/t/is-there-a-way-to-adjust-the-height-of-3dtiles-for-different-layers/18080 "2022-04-08T04:27:45Z")\
**Posts on this page:** 4\
**Page:** 1

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**Author:** ![Yen\_Woody](https://sea2.discourse-cdn.com/cesium/user_avatar/community.cesium.com/yen_woody/32/6915_2.png) [@Yen\_Woody](https://community.cesium.com/u/Yen_Woody)\
**Post date:** [April 8, 2022, 4:27am UTC](https://community.cesium.com/t/is-there-a-way-to-adjust-the-height-of-3dtiles-for-different-layers/18080/1 "2022-04-08T04:27:45Z")

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I want to adjust the height of many 3Dtile layers, in the example, only one layer can be adjusted, how to adjust the height when I have many layers, if I follow the example in the example for each layer, the code it will be very long

> **[Cesium Sandcastle](https://sandcastle.cesium.com/index.html?src=3D%20Tiles%20Adjust%20Height.html&label=3D%20Tiles)**
>
> The Cesium Sandcastle provides an interactive environment for testing Cesium code.

my code :

> **[Cesium Sandcastle](https://sandcastle.cesium.com/index.html#c=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)**
>
> The Cesium Sandcastle provides an interactive environment for testing Cesium code.

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<div class="post-metadata">

**Author:** ![sam.rothstein](https://sea2.discourse-cdn.com/cesium/user_avatar/community.cesium.com/sam.rothstein/32/6584_2.png) [@sam.rothstein](https://community.cesium.com/u/sam.rothstein)\
**Post date:** [April 11, 2022, 3:08pm UTC](https://community.cesium.com/t/is-there-a-way-to-adjust-the-height-of-3dtiles-for-different-layers/18080/2 "2022-04-11T15:08:10Z")

</div>

Hi @Yen_Woody,

You should be able to adjust the height of your entire dataset. If you have multiple datasets in your scene, I recommend that you iterate through these datasets and adjust their height.

-Sam

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<div class="post-metadata">

**Author:** ![Yen\_Woody](https://sea2.discourse-cdn.com/cesium/user_avatar/community.cesium.com/yen_woody/32/6915_2.png) [@Yen\_Woody](https://community.cesium.com/u/Yen_Woody)\
**Post date:** [April 14, 2022, 1:19am UTC](https://community.cesium.com/t/is-there-a-way-to-adjust-the-height-of-3dtiles-for-different-layers/18080/3 "2022-04-14T01:19:01Z")

</div>

thank you, let me try 😀

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<div class="post-metadata">

**Author:** ![sam.rothstein](https://sea2.discourse-cdn.com/cesium/user_avatar/community.cesium.com/sam.rothstein/32/6584_2.png) [@sam.rothstein](https://community.cesium.com/u/sam.rothstein)\
**Post date:** [April 14, 2022, 5:42pm UTC](https://community.cesium.com/t/is-there-a-way-to-adjust-the-height-of-3dtiles-for-different-layers/18080/4 "2022-04-14T17:42:36Z")

</div>

Great! 🚀