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January 15, 2025, 6:03pm 1 I’m stuck and baffled! Thanks in advance for your advice.I can’t import a 3D model into Google Earth Pro, even after I’ve created an “add location”. Plus, within GEP, my KMZ file is grayed out. I’m instructed to find lat-lon coordinates, convert them to decimals, which I use to create the new location. (My memory says I didn’t do this before.) The location I’m wanting is in Baton Rouge (30.44535778 -91.19171389) It’s a cruise ship dock on the shoreline of the Mississippi River. I’ve done this successfully before, with a different model and different location, but never had this difficulty. My Macbook Pro is running the latest OS, Sequoia15.1.1, and SketchUp 24.0.595. DaveR January 15, 2025, 6:14pm 2 This sounds like a Google Earthissue. Have you tried contacting their support?I just made a KMZ export from SketchUp and opened it in Google Earth Pro and it worked as it always has. robert January 15, 2025, 7:29pm 3 Thanks. Earlier today I managed to insert the model and it showed up in Colorado. This lead me the “add location” solution, but even after I did that, the insert takes me to other places, like some rural town in Kansas.Weird. But I’ll take it to them IF they will reply.Thanks again, sir.Robert You definitely have to geolocate (add location) in SketchUp before the model will be in the right place on import to GE. Check in model info to see whether your intended location actually “took”. The default is SketchUp’s offices in Boulder Colorado.Since it used to work, I assume you are running the Google Earth Pro app.I just geolocated a SketchUp model to my home location, exported as kmz, orbit/zoomed GE Pro to look at my yard, and then opened the kmz. The model appeared in my front yard as expected. So, whatever is going on is peculiar to your model, computer, or GE setup. FWIW I am running SU 2024 under macOS 15.2.

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AbstractUnderstanding the applicability of different dynamical models within cislunar space is a useful yet challenging problem. The current work constructs a hierarchy of dynamical models leveraging a common rotating reference frame that accommodates multiple dynamical models. In such a formulation, the Higher-Fidelity Ephemeris Model (HFEM) is approximated as quasi-periodically perturbed model with multiple frequencies in addition to the autonomous Circular Restricted Three-Body Problem (CR3BP) dynamics. Then, different intermediate models are evaluated within the hierarchy in terms of the types and numbers of the incorporated frequencies. The analysis focuses on three main topics. Firstly, coherent solar gravity modeling is properly defined with analytical and visual criteria that serve as useful metrics in assessing intermediate models. Secondly, two periodically perturbed models, i.e., Quasi-Bi-Circular Problem (QBCP) and Hill Restricted Four-Body Problem (HR4BP), are investigated within the common rotating reference frame. The capabilities and limitations of these two models within the hierarchy between the CR3BP and HFEM are examined, focusing on the similarities and differences in the models. Thirdly, novel quasi-periodically perturbed models are introduced. Leveraging the insight from Hill’s lunar theory, two models are designed, denoted as In-plane Quasi-Hill Restricted Four-Body Problem (IQHR4BP) and Out-of-plane Quasi-Hill Restricted Four-Body Problem (OQHR4BP). These two models selectively introduce the eccentricity between the Earth–Moon system and the inclination of the lunar orbit with respect to the Earth ecliptic plane, respectively, in addition to the HR4BP. The global characteristics of these new models are analyzed within the common rotating reference frame. The capabilities of multiple models within the model hierarchy are analyzed for two sample transition cases from the CR3BP to HFEM: \(L_2\) Lagrange point and the \(L_2\) \(9{:}2\) synodic halo orbit. Access this article Log in via an institution Subscribe and save Get 10 units per month Download Article/Chapter or eBook 1 Unit = 1 Article or 1 Chapter Cancel anytime Subscribe now Buy Now Price excludes VAT (USA) Tax calculation will be finalised during checkout. Instant access to the full article PDF. Similar content being viewed by others NotesAnalytical Fourier approximations for periodic orbits in the HR3BP leverage the definition from Eq. (6), parameterized by m. In the cases where numerical propagation is utilized, the definition of \(a_0\) is not required. Also note that while the HR4BP dynamics described in the uniform-rotating frame (Scheeres 1998) explicitly depends on \(a_0\), the HR4BP dynamics cast within the pulsating-rotating frame does not depend on \(a_0\).AbbreviationsBCR4BP: Bi-Circular Restricted Four-Body Problem CR3BP: Circular Restricted Three-Body Problem ER3BP: Elliptic Restricted Three-Body Problem H3BP: Hill Three-Body Problem HR4BP: Hill Restricted Four-Body Problem IQHR4BP: In-plane Quasi-Hill Restricted Four-Body Problem HFEM: Higher-Fidelity Ephemeris Model OQHR4BP: Out-of-plane Quasi-Hill Restricted Four-Body Problem PO: Periodic orbit QBCP: Quasi-Bi-Circular Problem QHR4BP: Quasi-Hill Restricted Four-Body Problem QPO: Quasi-Periodic Orbit ReferencesAndreu,

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(or Build and Run if you want to test locally), and select the folder Unity3DTilesWeb for output.Using the Generic Web SceneThe generic web build recognizes the following URL parameters:SceneOptions - URL to JSON file overriding any subset of Unity3DTilesetSceneOptions (see above and/or Unity3DTilesetOptions.cs).Scene - URL to JSON file containing scene to load (see SceneManifest.cs).Tileset - URL to single tileset to load.TilesetOptions - URL to JSON overriding any subset of single tileset Unity3DTilesetOptions (see above and/or Unity3DTilesetOptions.cs).Tileset is ignored if Scene is specified.When combined with Scene, TilesetOptions overrides per-tileset options in the scene manifest, if any.When running in the Unity editor use the SceneOptions and SceneUrl inspectors instead of the SceneOptions and SceneURL parameters. Also, any tilesets pre-populated in the TilesetOptions list inspector will be loaded at start.URLs starting with "data://" will be loaded from the Unity StreamingAssets folder.When running in a web browser (not the Unity editor):Relative URLs will be interpreted relative to the window location URL.Any request params in the window location URL other than those above will be passed on to subsidiary fetches.Examples: Web Scene User InterfaceUpon load the generic web build will place the camera at a default position (which can be overriden in the scene options). There will be a heads up display (HUD) with some info in the upper left. Several keyboard and mouse interactions are implemented. The HUD will show a summary of the available actions.Two navigation modes are included: mouse orbit and mouse fly. The initial navigation mode is orbit. Drag the mouse to rotate the model, and use the mouse wheel to move in and out. Drag the right mouse button to roll the camera. Click on the model and press "c" to change the orbit center. Hit "f" to fit the view to the model, and hit "v" to reset to the default viewpoint.Hit "n" to switch to fly navigation (and hit "n" again to toggle back to orbit). In fly mode drag the mouse to re-orient the camera. Use the right mouse button to roll the camera. Hit w/s/a/d/q/e to translate fwd/back/left/right/up/down.When you click on the model the HUD will

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User8173

January 15, 2025, 6:03pm 1 I’m stuck and baffled! Thanks in advance for your advice.I can’t import a 3D model into Google Earth Pro, even after I’ve created an “add location”. Plus, within GEP, my KMZ file is grayed out. I’m instructed to find lat-lon coordinates, convert them to decimals, which I use to create the new location. (My memory says I didn’t do this before.) The location I’m wanting is in Baton Rouge (30.44535778 -91.19171389) It’s a cruise ship dock on the shoreline of the Mississippi River. I’ve done this successfully before, with a different model and different location, but never had this difficulty. My Macbook Pro is running the latest OS, Sequoia15.1.1, and SketchUp 24.0.595. DaveR January 15, 2025, 6:14pm 2 This sounds like a Google Earthissue. Have you tried contacting their support?I just made a KMZ export from SketchUp and opened it in Google Earth Pro and it worked as it always has. robert January 15, 2025, 7:29pm 3 Thanks. Earlier today I managed to insert the model and it showed up in Colorado. This lead me the “add location” solution, but even after I did that, the insert takes me to other places, like some rural town in Kansas.Weird. But I’ll take it to them IF they will reply.Thanks again, sir.Robert You definitely have to geolocate (add location) in SketchUp before the model will be in the right place on import to GE. Check in model info to see whether your intended location actually “took”. The default is SketchUp’s offices in Boulder Colorado.Since it used to work, I assume you are running the Google Earth Pro app.I just geolocated a SketchUp model to my home location, exported as kmz, orbit/zoomed GE Pro to look at my yard, and then opened the kmz. The model appeared in my front yard as expected. So, whatever is going on is peculiar to your model, computer, or GE setup. FWIW I am running SU 2024 under macOS 15.2.

2025-04-13
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2025-04-09
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AbstractUnderstanding the applicability of different dynamical models within cislunar space is a useful yet challenging problem. The current work constructs a hierarchy of dynamical models leveraging a common rotating reference frame that accommodates multiple dynamical models. In such a formulation, the Higher-Fidelity Ephemeris Model (HFEM) is approximated as quasi-periodically perturbed model with multiple frequencies in addition to the autonomous Circular Restricted Three-Body Problem (CR3BP) dynamics. Then, different intermediate models are evaluated within the hierarchy in terms of the types and numbers of the incorporated frequencies. The analysis focuses on three main topics. Firstly, coherent solar gravity modeling is properly defined with analytical and visual criteria that serve as useful metrics in assessing intermediate models. Secondly, two periodically perturbed models, i.e., Quasi-Bi-Circular Problem (QBCP) and Hill Restricted Four-Body Problem (HR4BP), are investigated within the common rotating reference frame. The capabilities and limitations of these two models within the hierarchy between the CR3BP and HFEM are examined, focusing on the similarities and differences in the models. Thirdly, novel quasi-periodically perturbed models are introduced. Leveraging the insight from Hill’s lunar theory, two models are designed, denoted as In-plane Quasi-Hill Restricted Four-Body Problem (IQHR4BP) and Out-of-plane Quasi-Hill Restricted Four-Body Problem (OQHR4BP). These two models selectively introduce the eccentricity between the Earth–Moon system and the inclination of the lunar orbit with respect to the Earth ecliptic plane, respectively, in addition to the HR4BP. The global characteristics of these new models are analyzed within the common rotating reference frame. The capabilities of multiple models within the model hierarchy are analyzed for two sample transition cases from the CR3BP to HFEM: \(L_2\) Lagrange point and the \(L_2\) \(9{:}2\) synodic halo orbit. Access this article Log in via an institution Subscribe and save Get 10 units per month Download Article/Chapter or eBook 1 Unit = 1 Article or 1 Chapter Cancel anytime Subscribe now Buy Now Price excludes VAT (USA) Tax calculation will be finalised during checkout. Instant access to the full article PDF. Similar content being viewed by others NotesAnalytical Fourier approximations for periodic orbits in the HR3BP leverage the definition from Eq. (6), parameterized by m. In the cases where numerical propagation is utilized, the definition of \(a_0\) is not required. Also note that while the HR4BP dynamics described in the uniform-rotating frame (Scheeres 1998) explicitly depends on \(a_0\), the HR4BP dynamics cast within the pulsating-rotating frame does not depend on \(a_0\).AbbreviationsBCR4BP: Bi-Circular Restricted Four-Body Problem CR3BP: Circular Restricted Three-Body Problem ER3BP: Elliptic Restricted Three-Body Problem H3BP: Hill Three-Body Problem HR4BP: Hill Restricted Four-Body Problem IQHR4BP: In-plane Quasi-Hill Restricted Four-Body Problem HFEM: Higher-Fidelity Ephemeris Model OQHR4BP: Out-of-plane Quasi-Hill Restricted Four-Body Problem PO: Periodic orbit QBCP: Quasi-Bi-Circular Problem QHR4BP: Quasi-Hill Restricted Four-Body Problem QPO: Quasi-Periodic Orbit ReferencesAndreu,

2025-04-21

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