From 4c300eda16f87823dc99a23b2c66b372a48b2f7b Mon Sep 17 00:00:00 2001 From: Stefano Pigozzi Date: Sat, 7 Jan 2023 19:12:23 +0100 Subject: [PATCH] Add hill model (and other misc changes) --- assets/island_model/hill.crocotile | 1 + assets/island_model/hill.obj | 4 +-- assets/island_model/hill.obj.import | 2 +- assets/{ => island_model}/island.crocotile | 0 assets/island_model/pillar.mtl | 9 ------ assets/island_model/pillar.obj | 3 -- assets/island_model/pillar.obj.import | 21 ------------- assets/texture_0.png | 3 ++ assets/texture_0.png.import | 34 ++++++++++++++++++++++ island/Island.tscn | 33 ++++++++++++++++----- 10 files changed, 67 insertions(+), 43 deletions(-) create mode 100644 assets/island_model/hill.crocotile rename assets/{ => island_model}/island.crocotile (100%) delete mode 100644 assets/island_model/pillar.mtl delete mode 100644 assets/island_model/pillar.obj delete mode 100644 assets/island_model/pillar.obj.import create mode 100644 assets/texture_0.png create mode 100644 assets/texture_0.png.import diff --git a/assets/island_model/hill.crocotile b/assets/island_model/hill.crocotile new file mode 100644 index 0000000..5f62eca --- /dev/null +++ b/assets/island_model/hill.crocotile @@ -0,0 +1 @@ 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\ No newline at end of file diff --git a/assets/island_model/hill.obj b/assets/island_model/hill.obj index de1b3ee..2558f68 100644 --- a/assets/island_model/hill.obj +++ b/assets/island_model/hill.obj @@ -1,3 +1,3 @@ version https://git-lfs.github.com/spec/v1 -oid sha256:946fd39c78f55f13e5c87e43788a3d0986646ad6f7a6dc86ab14bad7f6ce9ca2 -size 21662 +oid sha256:733de2011c006624dff2b660e053512b49c2b5db822c22e8e03f9478066cde81 +size 267753 diff --git a/assets/island_model/hill.obj.import b/assets/island_model/hill.obj.import index 4e9490e..038edc1 100644 --- a/assets/island_model/hill.obj.import +++ b/assets/island_model/hill.obj.import @@ -3,7 +3,7 @@ importer="wavefront_obj" importer_version=1 type="Mesh" -uid="uid://dwsit50caxq07" +uid="uid://b7jov7hxhbq6j" path="res://.godot/imported/hill.obj-85e3876956c4e3e4119ecc07e10f9e31.mesh" [deps] diff --git a/assets/island.crocotile b/assets/island_model/island.crocotile similarity index 100% rename from assets/island.crocotile rename to assets/island_model/island.crocotile diff --git a/assets/island_model/pillar.mtl b/assets/island_model/pillar.mtl deleted file mode 100644 index 53a9a1c..0000000 --- a/assets/island_model/pillar.mtl +++ /dev/null @@ -1,9 +0,0 @@ -newmtl material0 -Ka 1.000000 1.000000 1.000000 -Kd 1.000000 1.000000 1.000000 -Ks 0.000000 0.000000 0.000000 -Tr 0.000000 -illum 0 -Ns 0.000000 -map_Kd texture_0.png -map_d texture_0.png diff --git a/assets/island_model/pillar.obj b/assets/island_model/pillar.obj deleted file mode 100644 index 7b46bd5..0000000 --- a/assets/island_model/pillar.obj +++ /dev/null @@ -1,3 +0,0 @@ -version https://git-lfs.github.com/spec/v1 -oid sha256:f7123886235412d7e85eba047a9951a9a511ca660ab48dd9e85173d047205e66 -size 70796 diff --git a/assets/island_model/pillar.obj.import b/assets/island_model/pillar.obj.import deleted file mode 100644 index e5dd6e1..0000000 --- a/assets/island_model/pillar.obj.import +++ /dev/null @@ -1,21 +0,0 @@ -[remap] - -importer="wavefront_obj" -importer_version=1 -type="Mesh" -uid="uid://cdv73i2jlv1dq" -path="res://.godot/imported/pillar.obj-24a43860f27311daa0d331313a46a0db.mesh" - -[deps] - -files=["res://.godot/imported/pillar.obj-24a43860f27311daa0d331313a46a0db.mesh"] - -source_file="res://assets/island_model/pillar.obj" -dest_files=["res://.godot/imported/pillar.obj-24a43860f27311daa0d331313a46a0db.mesh", "res://.godot/imported/pillar.obj-24a43860f27311daa0d331313a46a0db.mesh"] - -[params] - -generate_tangents=true -scale_mesh=Vector3(1, 1, 1) -offset_mesh=Vector3(0, 0, 0) -optimize_mesh=true diff --git a/assets/texture_0.png b/assets/texture_0.png new file mode 100644 index 0000000..144747f --- /dev/null +++ b/assets/texture_0.png @@ -0,0 +1,3 @@ +version https://git-lfs.github.com/spec/v1 +oid sha256:87edbbc8031e59a30ac61f0aefa868e8e455b2e063ea3014d7df595a08ca953f +size 41893 diff --git a/assets/texture_0.png.import b/assets/texture_0.png.import new file mode 100644 index 0000000..abe0814 --- /dev/null +++ b/assets/texture_0.png.import @@ -0,0 +1,34 @@ +[remap] + +importer="texture" +type="CompressedTexture2D" +uid="uid://b14txakjn4w2l" +path="res://.godot/imported/texture_0.png-c19132ac56775cf478f0688469c8f383.ctex" +metadata={ +"vram_texture": false +} + +[deps] + +source_file="res://assets/texture_0.png" +dest_files=["res://.godot/imported/texture_0.png-c19132ac56775cf478f0688469c8f383.ctex"] + +[params] + +compress/mode=0 +compress/lossy_quality=0.7 +compress/hdr_compression=1 +compress/bptc_ldr=0 +compress/normal_map=0 +compress/channel_pack=0 +mipmaps/generate=false +mipmaps/limit=-1 +roughness/mode=0 +roughness/src_normal="" +process/fix_alpha_border=true +process/premult_alpha=false +process/normal_map_invert_y=false +process/hdr_as_srgb=false +process/hdr_clamp_exposure=false +process/size_limit=0 +detect_3d/compress_to=1 diff --git a/island/Island.tscn b/island/Island.tscn index a9f0be3..6395ee7 100644 --- a/island/Island.tscn +++ b/island/Island.tscn @@ -1,9 +1,10 @@ -[gd_scene load_steps=12 format=3 uid="uid://bg88gc1w1gw5m"] +[gd_scene load_steps=14 format=3 uid="uid://bg88gc1w1gw5m"] [ext_resource type="Shader" path="res://island/Sea.gdshader" id="1_agjfy"] [ext_resource type="Texture2D" uid="uid://bdoifsf6k0qb8" path="res://assets/water_tile.png" id="1_w6ara"] [ext_resource type="ArrayMesh" uid="uid://c8knvy5ras8jo" path="res://assets/island_model/island.obj" id="2_r00hx"] -[ext_resource type="PackedScene" uid="uid://dnrl0uycbw3lp" path="res://player/Player.tscn" id="3_5378m"] +[ext_resource type="PackedScene" path="res://player/Player.tscn" id="3_5378m"] +[ext_resource type="ArrayMesh" uid="uid://b7jov7hxhbq6j" path="res://assets/island_model/hill.obj" id="5_wot4t"] [sub_resource type="GDScript" id="GDScript_78lo3"] script/source = "extends Node3D @@ -11,7 +12,8 @@ script/source = "extends Node3D # Called when the node enters the scene tree for the first time. func _ready() -> void: - $Island.get_active_material(0).texture_filter = BaseMaterial3D.TextureFilter.TEXTURE_FILTER_NEAREST + $World/Island.get_active_material(0).texture_filter = BaseMaterial3D.TextureFilter.TEXTURE_FILTER_NEAREST + $World/Hill.get_active_material(0).texture_filter = BaseMaterial3D.TextureFilter.TEXTURE_FILTER_NEAREST # Called every frame. 'delta' is the elapsed time since the previous frame. @@ -34,6 +36,9 @@ size = Vector2(1000, 1000) [sub_resource type="ConcavePolygonShape3D" id="ConcavePolygonShape3D_o3dws"] data = PackedVector3Array(-1, 3, 0, 0, 3, 1, 0, 3, 0, -1, 3, 1, 0, 3, 1, -1, 3, 0, 4, 2, 15, 3, 2, 14, 4, 2, 14, 3, 2, 15, 3, 2, 14, 4, 2, 15, 5, 2, 15, 4, 2, 14, 5, 2, 14, 4, 2, 15, 4, 2, 14, 5, 2, 15, 5, 2, 14, 4, 2, 13, 5, 2, 13, 4, 2, 14, 4, 2, 13, 5, 2, 14, 4, 2, 14, 3, 2, 13, 4, 2, 13, 3, 2, 14, 3, 2, 13, 4, 2, 14, 5, 2, 13, 4, 2, 12, 5, 2, 12, 4, 2, 13, 4, 2, 12, 5, 2, 13, 5, 2, 12, 4, 2, 11, 5, 2, 11, 4, 2, 12, 4, 2, 11, 5, 2, 12, 5, 2, 11, 4, 2, 10, 5, 2, 10, 4, 2, 11, 4, 2, 10, 5, 2, 11, 5, 2, 10, 4, 2, 9, 5, 2, 9, 4, 2, 10, 4, 2, 9, 5, 2, 10, 4, 2, 13, 3, 2, 12, 4, 2, 12, 3, 2, 13, 3, 2, 12, 4, 2, 13, 4, 2, 12, 3, 2, 11, 4, 2, 11, 3, 2, 12, 3, 2, 11, 4, 2, 12, 4, 2, 10, 3, 2, 9, 4, 2, 9, 3, 2, 10, 3, 2, 9, 4, 2, 10, 4, 2, 11, 3, 2, 10, 4, 2, 10, 3, 2, 11, 3, 2, 10, 4, 2, 11, 5, 2, 9, 4, 2, 8, 5, 2, 8, 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8, 8, 0, 8, 8, 0.9993, 6.9994, 9, 0, 7, 9, 0, 8, 8, 0.9993, 6.9994) + [sub_resource type="ProceduralSkyMaterial" id="ProceduralSkyMaterial_htlhh"] sky_top_color = Color(0.356863, 0.623529, 0.937255, 1) sky_horizon_color = Color(0.254902, 0.623529, 0.8, 1) @@ -51,17 +56,31 @@ sky = SubResource("Sky_j6hso") [node name="Island" type="Node3D"] script = SubResource("GDScript_78lo3") -[node name="Sea" type="MeshInstance3D" parent="."] +[node name="World" type="Node3D" parent="."] + +[node name="Sea" type="MeshInstance3D" parent="World"] mesh = SubResource("PlaneMesh_4ibso") +skeleton = NodePath("../..") -[node name="Island" type="MeshInstance3D" parent="."] +[node name="Island" type="MeshInstance3D" parent="World"] mesh = ExtResource("2_r00hx") +skeleton = NodePath("../..") -[node name="StaticBody3D" type="StaticBody3D" parent="Island"] +[node name="StaticBody3D" type="StaticBody3D" parent="World/Island"] -[node name="CollisionShape3D" type="CollisionShape3D" parent="Island/StaticBody3D"] +[node name="CollisionShape3D" type="CollisionShape3D" parent="World/Island/StaticBody3D"] shape = SubResource("ConcavePolygonShape3D_o3dws") +[node name="Hill" type="MeshInstance3D" parent="World"] +transform = Transform3D(1, 0, 0, 0, 1, 0, 0, 0, 1, 6, 0, 59) +mesh = ExtResource("5_wot4t") +skeleton = NodePath("../..") + +[node name="StaticBody3D" type="StaticBody3D" parent="World/Hill"] + +[node name="CollisionShape3D" type="CollisionShape3D" parent="World/Hill/StaticBody3D"] +shape = SubResource("ConcavePolygonShape3D_0ox82") + [node name="WorldEnvironment" type="WorldEnvironment" parent="."] environment = SubResource("Environment_302o8")