fish, randomness to bubbles
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Damian
parent
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7574
cw 6/models/fish_golden.obj
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cw 6/models/fish_golden.obj
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cw 6/models/fish_tropical1.obj
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cw 6/models/fish_tropical1.obj
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cw 6/models/fish_tropical2.obj
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cw 6/models/fish_tropical2.obj
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# 3ds Max Wavefront OBJ Exporter v0.97b - (c)2007 guruware
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# File Created: 01.02.2012 21:08:47
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mtllib TropicalFish02.mtl
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#
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# object TropicalFish02
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#
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vn 0.1970 -0.6255 -0.7549
|
||||
vn -0.3506 -0.6874 -0.6360
|
||||
vn -0.4852 -0.6753 -0.5554
|
||||
vn -0.4886 0.6730 -0.5553
|
||||
vn -0.3495 0.6868 -0.6373
|
||||
vn -0.7206 -0.6648 0.1967
|
||||
vn -0.7206 0.6648 0.1967
|
||||
vn -0.5976 0.5775 -0.5562
|
||||
vn -0.5976 -0.5775 -0.5562
|
||||
vn -0.6489 -0.7053 0.2855
|
||||
vn -0.4316 -0.5545 0.7115
|
||||
vn -0.4325 0.5411 0.7212
|
||||
vn -0.6516 0.7043 0.2817
|
||||
vn -0.6359 -0.1059 0.7645
|
||||
vn -0.4684 -0.5225 0.7125
|
||||
vn -0.4741 0.5311 0.7022
|
||||
vn -0.5601 0.3080 0.7690
|
||||
vn 0.4922 -0.8356 0.2439
|
||||
vn 0.5708 -0.3685 0.7337
|
||||
vn 0.4506 -0.8897 0.0739
|
||||
vn 0.4532 -0.8911 -0.0243
|
||||
vn 0.4994 -0.8213 -0.2757
|
||||
vn 0.4922 0.8356 0.2439
|
||||
vn 0.5708 0.3685 0.7337
|
||||
vn 0.4506 0.8897 0.0739
|
||||
vn 0.4532 0.8911 -0.0243
|
||||
vn 0.4994 0.8213 -0.2757
|
||||
vn 0.5339 -0.4837 -0.6936
|
||||
vn 0.5339 0.4837 -0.6936
|
||||
vn 0.3246 -0.5559 -0.7653
|
||||
vn 0.3246 0.5559 -0.7653
|
||||
vn 0.2397 -0.7142 0.6577
|
||||
vn 0.1360 -0.3958 0.9082
|
||||
vn 0.3330 -0.9413 -0.0559
|
||||
vn 0.1636 -0.9304 -0.3281
|
||||
vn 0.0819 -0.8704 -0.4855
|
||||
vn -0.0407 -0.8854 -0.4630
|
||||
vn 0.2506 0.7045 0.6640
|
||||
vn 0.1326 0.3956 0.9088
|
||||
vn 0.3229 0.9448 -0.0559
|
||||
vn 0.1636 0.9304 -0.3281
|
||||
vn 0.0819 0.8704 -0.4855
|
||||
vn 0.0981 -0.7071 -0.7003
|
||||
vn 0.0981 0.7071 -0.7003
|
||||
vn -0.0011 -0.6866 0.7270
|
||||
vn -0.1530 -0.9860 0.0660
|
||||
vn -0.0036 0.7020 0.7122
|
||||
vn -0.1464 0.9856 0.0844
|
||||
vn -0.1100 0.9919 -0.0636
|
||||
vn -0.6218 -0.6700 -0.4055
|
||||
vn -0.6218 0.6700 -0.4055
|
||||
vn -0.1100 -0.9919 -0.0636
|
||||
vn -0.1764 -0.8908 -0.4187
|
||||
vn -0.2212 -0.8763 -0.4279
|
||||
vn 0.3141 -0.6751 0.6675
|
||||
vn -0.0634 -0.9978 0.0175
|
||||
vn 0.2910 0.6938 0.6588
|
||||
vn -0.0687 0.9968 0.0415
|
||||
vn -0.0611 0.9971 -0.0444
|
||||
vn -0.1694 0.8885 -0.4264
|
||||
vn 0.2747 -0.6948 -0.6647
|
||||
vn 0.2747 0.6948 -0.6647
|
||||
vn -0.0611 -0.9971 -0.0444
|
||||
vn 0.3562 -0.6899 0.6301
|
||||
vn -0.0853 -0.9963 0.0122
|
||||
vn 0.3578 0.7059 0.6113
|
||||
vn -0.0822 0.9959 0.0375
|
||||
vn -0.0692 0.9976 -0.0062
|
||||
vn 0.2844 -0.7236 -0.6289
|
||||
vn 0.2844 0.7236 -0.6289
|
||||
vn -0.0692 -0.9976 -0.0062
|
||||
vn 0.1847 -0.6975 0.6924
|
||||
vn -0.0702 -0.9975 -0.0011
|
||||
vn 0.1996 0.6954 0.6904
|
||||
vn -0.0567 0.9984 -0.0047
|
||||
vn -0.0380 0.9993 0.0016
|
||||
vn 0.1610 -0.6486 -0.7439
|
||||
vn 0.1610 0.6486 -0.7439
|
||||
vn -0.0380 -0.9993 0.0016
|
||||
vn -0.1625 -0.8968 -0.4115
|
||||
vn -0.1191 -0.8744 -0.4703
|
||||
vn -0.0608 -0.8710 -0.4875
|
||||
vn -0.0250 -0.8770 -0.4798
|
||||
vn -0.1440 0.9014 -0.4083
|
||||
vn -0.2434 0.8781 -0.4119
|
||||
vn -0.0608 0.8710 -0.4875
|
||||
vn -0.1191 0.8744 -0.4703
|
||||
vn -0.0407 0.8854 -0.4630
|
||||
vn -0.0250 0.8770 -0.4798
|
||||
vn -0.1591 -0.9113 -0.3799
|
||||
vn -0.0785 -0.9765 -0.2007
|
||||
vn -0.8222 -0.4530 -0.3447
|
||||
vn -0.8135 0.4692 -0.3435
|
||||
vn -0.1900 0.9102 -0.3681
|
||||
vn -0.0684 0.9748 -0.2124
|
||||
vn -0.0522 0.9759 -0.2121
|
||||
vn -0.0150 0.9805 -0.1958
|
||||
vn -0.0282 0.9795 -0.1996
|
||||
vn 0.3586 0.6083 -0.7081
|
||||
vn -0.0155 0.9827 -0.1848
|
||||
vn 0.3586 -0.6083 -0.7081
|
||||
vn -0.0155 -0.9827 -0.1848
|
||||
vn -0.0150 -0.9805 -0.1958
|
||||
vn -0.0522 -0.9759 -0.2121
|
||||
vn -0.0282 -0.9795 -0.1996
|
||||
vn -0.2480 -0.6933 -0.6766
|
||||
vn -0.0561 -0.6623 -0.7472
|
||||
vn -0.2480 0.6933 -0.6766
|
||||
vn -0.0561 0.6623 -0.7472
|
||||
vn 0.0222 -0.4115 0.9111
|
||||
vn 0.0222 0.4115 0.9111
|
||||
vn -0.5882 -0.6085 -0.5327
|
||||
vn -0.9360 -0.1013 0.3370
|
||||
vn -0.2313 0.7167 0.6579
|
||||
vn -0.4729 0.7125 -0.5183
|
||||
vn -0.1547 -0.6465 0.7471
|
||||
vn -0.9301 0.0832 0.3578
|
||||
vn -0.5664 0.6130 -0.5508
|
||||
vn -0.4434 -0.6697 -0.5958
|
||||
vn -0.0699 -0.7917 -0.6069
|
||||
vn -0.0693 0.7862 -0.6141
|
||||
vn 0.7274 0.6663 -0.1642
|
||||
vn 0.7250 -0.6690 -0.1637
|
||||
vn 0.1115 -0.4686 0.8763
|
||||
vn -0.5086 -0.6734 -0.5365
|
||||
vn 0.0982 0.5330 0.8404
|
||||
vn -0.4870 0.6856 -0.5412
|
||||
vn 0.1437 -0.7144 0.6848
|
||||
vn -0.5522 -0.7387 -0.3866
|
||||
vn 0.1433 0.7144 0.6849
|
||||
vn -0.5529 0.7397 -0.3836
|
||||
vn 0.4128 -0.5440 0.7305
|
||||
vn 0.4645 -0.8850 -0.0301
|
||||
vn -0.4842 0.1169 0.8671
|
||||
vn -0.7610 -0.1448 -0.6323
|
||||
vn 0.3848 0.5685 0.7272
|
||||
vn -0.5844 -0.1785 0.7916
|
||||
vn 0.3919 0.9104 -0.1324
|
||||
vn -0.7297 0.0838 -0.6786
|
||||
vn 0.2106 -0.4222 0.8817
|
||||
vn 0.2541 -0.9397 -0.2291
|
||||
vn -0.1018 0.8281 0.5513
|
||||
vn -0.2426 0.5133 -0.8232
|
||||
vn 0.1896 0.4166 0.8891
|
||||
vn -0.1425 -0.7916 0.5942
|
||||
vn 0.2154 0.9380 -0.2717
|
||||
vn -0.2816 -0.4540 -0.8454
|
||||
# 240 vertex normals
|
||||
|
||||
vt 0.3731 0.2968 0.4635
|
||||
vt 0.3209 0.3257 0.4635
|
||||
vt 0.3870 0.3149 0.2755
|
||||
vt 0.4217 0.2819 0.4635
|
||||
vt 0.4885 0.3189 0.2363
|
||||
vt 0.4855 0.2680 0.4635
|
||||
vt 0.5864 0.2527 0.4635
|
||||
vt 0.5841 0.3143 0.1971
|
||||
vt 0.6516 0.3153 0.1971
|
||||
vt 0.6137 0.2499 0.4635
|
||||
vt 0.7345 0.3148 0.2551
|
||||
vt 0.7905 0.3120 0.3100
|
||||
vt 0.7889 0.2670 0.4536
|
||||
vt 0.7412 0.2530 0.4635
|
||||
vt 0.2405 0.3759 0.4517
|
||||
vt 0.3469 0.3543 0.3046
|
||||
vt 0.4869 0.3655 0.1864
|
||||
vt 0.5814 0.3606 0.1398
|
||||
vt 0.6453 0.3615 0.1398
|
||||
vt 0.7421 0.3613 0.2088
|
||||
vt 0.7922 0.3624 0.3100
|
||||
vt 0.2383 0.4101 0.4183
|
||||
vt 0.3176 0.4163 0.3224
|
||||
vt 0.4805 0.4190 0.2150
|
||||
vt 0.5736 0.4216 0.1726
|
||||
vt 0.6347 0.4196 0.1726
|
||||
vt 0.7352 0.4142 0.2353
|
||||
vt 0.8074 0.4121 0.3100
|
||||
vt 0.2384 0.4297 0.4350
|
||||
vt 0.3212 0.4620 0.3939
|
||||
vt 0.4788 0.4911 0.3334
|
||||
vt 0.5639 0.5068 0.3118
|
||||
vt 0.6075 0.5073 0.3118
|
||||
vt 0.7242 0.4879 0.3420
|
||||
vt 0.8137 0.4619 0.3626
|
||||
vt 0.3731 0.2968 0.5365
|
||||
vt 0.4217 0.2819 0.5365
|
||||
vt 0.3870 0.3149 0.7245
|
||||
vt 0.3209 0.3257 0.5365
|
||||
vt 0.4855 0.2680 0.5365
|
||||
vt 0.4885 0.3189 0.7637
|
||||
vt 0.5864 0.2527 0.5365
|
||||
vt 0.6137 0.2499 0.5365
|
||||
vt 0.6516 0.3153 0.8029
|
||||
vt 0.5841 0.3143 0.8029
|
||||
vt 0.7889 0.2670 0.5464
|
||||
vt 0.7905 0.3120 0.6900
|
||||
vt 0.7345 0.3148 0.7449
|
||||
vt 0.7412 0.2530 0.5365
|
||||
vt 0.3469 0.3543 0.6954
|
||||
vt 0.2405 0.3759 0.5483
|
||||
vt 0.4869 0.3655 0.8136
|
||||
vt 0.6453 0.3615 0.8602
|
||||
vt 0.5814 0.3606 0.8602
|
||||
vt 0.7922 0.3624 0.6900
|
||||
vt 0.7421 0.3613 0.7912
|
||||
vt 0.3176 0.4163 0.6776
|
||||
vt 0.2383 0.4101 0.5817
|
||||
vt 0.4805 0.4190 0.7850
|
||||
vt 0.6347 0.4196 0.8274
|
||||
vt 0.5736 0.4216 0.8274
|
||||
vt 0.8074 0.4121 0.6900
|
||||
vt 0.7352 0.4142 0.7647
|
||||
vt 0.3212 0.4620 0.6061
|
||||
vt 0.2384 0.4297 0.5650
|
||||
vt 0.4788 0.4911 0.6666
|
||||
vt 0.6075 0.5073 0.6882
|
||||
vt 0.5639 0.5068 0.6882
|
||||
vt 0.8137 0.4619 0.6374
|
||||
vt 0.7242 0.4879 0.6580
|
||||
vt 0.3754 0.2702 0.4920
|
||||
vt 0.4350 0.2475 0.4920
|
||||
vt 0.4350 0.2475 0.5080
|
||||
vt 0.3754 0.2702 0.5080
|
||||
vt 0.4873 0.2406 0.4920
|
||||
vt 0.4873 0.2406 0.5080
|
||||
vt 0.8013 0.2494 0.5464
|
||||
vt 0.7537 0.2354 0.5365
|
||||
vt 0.8755 0.3300 0.4635
|
||||
vt 0.9050 0.3674 0.4635
|
||||
vt 0.9132 0.3681 0.5365
|
||||
vt 0.8980 0.3149 0.5365
|
||||
vt 0.8914 0.3729 0.4635
|
||||
vt 0.8914 0.3729 0.5365
|
||||
vt 0.9050 0.3674 0.5365
|
||||
vt 0.9038 0.3929 0.4635
|
||||
vt 0.9038 0.3929 0.5365
|
||||
vt 0.9018 0.4021 0.4635
|
||||
vt 0.9018 0.4021 0.5365
|
||||
vt 0.8823 0.4808 0.4590
|
||||
vt 0.8634 0.4611 0.5410
|
||||
vt 0.9011 0.4180 0.5365
|
||||
vt 0.9199 0.4377 0.4635
|
||||
vt 0.5696 0.6632 0.4920
|
||||
vt 0.5696 0.6632 0.5080
|
||||
vt 0.5926 0.6670 0.5080
|
||||
vt 0.5926 0.6670 0.4920
|
||||
vt 0.2938 0.5939 0.4920
|
||||
vt 0.2235 0.5440 0.4920
|
||||
vt 0.2235 0.5440 0.5080
|
||||
vt 0.2938 0.5939 0.5080
|
||||
vt 0.0313 0.4522 0.4827
|
||||
vt 0.0313 0.4522 0.5173
|
||||
vt 0.0211 0.5104 0.5173
|
||||
vt 0.0211 0.5104 0.4827
|
||||
vt 0.0506 0.4012 0.4833
|
||||
vt 0.0805 0.3309 0.4785
|
||||
vt 0.0805 0.3309 0.5215
|
||||
vt 0.0506 0.4012 0.5167
|
||||
vt 0.2646 0.3467 0.4920
|
||||
vt 0.3232 0.3014 0.4920
|
||||
vt 0.3232 0.3014 0.5080
|
||||
vt 0.2646 0.3467 0.5080
|
||||
vt 0.8375 0.3301 0.3884
|
||||
vt 0.8342 0.2908 0.4590
|
||||
vt 0.8394 0.3625 0.3884
|
||||
vt 0.8522 0.4065 0.3884
|
||||
vt 0.8641 0.4344 0.4237
|
||||
vt 0.8634 0.4611 0.4590
|
||||
vt 0.9011 0.4180 0.4635
|
||||
vt 0.8755 0.3300 0.5365
|
||||
vt 0.8375 0.3301 0.6116
|
||||
vt 0.8342 0.2908 0.5410
|
||||
vt 0.8394 0.3625 0.6116
|
||||
vt 0.8522 0.4065 0.6116
|
||||
vt 0.8641 0.4344 0.5763
|
||||
vt 0.8467 0.2732 0.5410
|
||||
vt 0.8276 0.5483 0.4536
|
||||
vt 0.8088 0.5287 0.5464
|
||||
vt 0.8088 0.5287 0.4536
|
||||
vt 0.7122 0.5968 0.4635
|
||||
vt 0.7007 0.5879 0.5365
|
||||
vt 0.6870 0.3163 0.1971
|
||||
vt 0.6917 0.2420 0.4635
|
||||
vt 0.6926 0.3625 0.1398
|
||||
vt 0.6769 0.4175 0.1726
|
||||
vt 0.7007 0.5879 0.4635
|
||||
vt 0.6512 0.5078 0.3118
|
||||
vt 0.6306 0.5821 0.4635
|
||||
vt 0.6870 0.3163 0.8029
|
||||
vt 0.6917 0.2420 0.5365
|
||||
vt 0.6926 0.3625 0.8602
|
||||
vt 0.6769 0.4175 0.8274
|
||||
vt 0.6512 0.5078 0.6882
|
||||
vt 0.7042 0.2244 0.5365
|
||||
vt 0.5391 0.6674 0.4920
|
||||
vt 0.5391 0.6674 0.5080
|
||||
vt 0.2036 0.3856 0.4635
|
||||
vt 0.2029 0.4047 0.4467
|
||||
vt 0.2036 0.3856 0.5365
|
||||
vt 0.2029 0.4047 0.5533
|
||||
vt 0.1939 0.4242 0.5449
|
||||
vt 0.1898 0.4982 0.4920
|
||||
vt 0.1898 0.4982 0.5080
|
||||
vt 0.1939 0.4242 0.4551
|
||||
vt 0.1752 0.4537 0.4635
|
||||
vt 0.2388 0.4801 0.4517
|
||||
vt 0.1725 0.3754 0.4696
|
||||
vt 0.1582 0.4053 0.4542
|
||||
vt 0.1725 0.3754 0.5304
|
||||
vt 0.1582 0.4053 0.5458
|
||||
vt 0.1427 0.4344 0.5381
|
||||
vt 0.1752 0.4537 0.5365
|
||||
vt 0.1430 0.4673 0.4696
|
||||
vt 0.1430 0.4673 0.5304
|
||||
vt 0.1427 0.4344 0.4619
|
||||
vt 0.1422 0.3570 0.4696
|
||||
vt 0.1196 0.3955 0.4696
|
||||
vt 0.1422 0.3570 0.5304
|
||||
vt 0.1196 0.3955 0.5304
|
||||
vt 0.1104 0.4434 0.5304
|
||||
vt 0.1142 0.4815 0.4696
|
||||
vt 0.1142 0.4815 0.5304
|
||||
vt 0.1104 0.4434 0.4696
|
||||
vt 0.0990 0.3339 0.4696
|
||||
vt 0.0859 0.3947 0.4785
|
||||
vt 0.0990 0.3339 0.5304
|
||||
vt 0.0859 0.3947 0.5215
|
||||
vt 0.0600 0.4412 0.5167
|
||||
vt 0.0567 0.5111 0.4833
|
||||
vt 0.0567 0.5111 0.5167
|
||||
vt 0.0600 0.4412 0.4833
|
||||
vt 0.3154 0.5276 0.4635
|
||||
vt 0.4562 0.5675 0.4635
|
||||
vt 0.5512 0.5782 0.4635
|
||||
vt 0.5909 0.5801 0.4635
|
||||
vt 0.3154 0.5276 0.5365
|
||||
vt 0.2388 0.4801 0.5483
|
||||
vt 0.5512 0.5782 0.5365
|
||||
vt 0.4562 0.5675 0.5365
|
||||
vt 0.6306 0.5821 0.5365
|
||||
vt 0.5909 0.5801 0.5365
|
||||
vt 0.9185 0.4297 0.4635
|
||||
vt 0.2337 0.4899 0.4894
|
||||
vt 0.3096 0.5445 0.4920
|
||||
vt 0.1753 0.4676 0.4920
|
||||
vt 0.1753 0.4676 0.5080
|
||||
vt 0.2337 0.4899 0.5106
|
||||
vt 0.3096 0.5445 0.5080
|
||||
vt 0.4496 0.5850 0.5080
|
||||
vt 0.5789 0.6012 0.5080
|
||||
vt 0.5495 0.5984 0.5080
|
||||
vt 0.6637 0.6047 0.5080
|
||||
vt 0.6084 0.6040 0.5080
|
||||
vt 0.6564 0.6156 0.4920
|
||||
vt 0.6637 0.6047 0.4920
|
||||
vt 0.6084 0.6040 0.4920
|
||||
vt 0.5789 0.6012 0.4920
|
||||
vt 0.4496 0.5850 0.4920
|
||||
vt 0.5495 0.5984 0.4920
|
||||
vt 0.4024 0.6405 0.4920
|
||||
vt 0.5086 0.6716 0.4920
|
||||
vt 0.4024 0.6405 0.5080
|
||||
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|
||||
f 239/258/239 240/260/240 212/224/212 211/223/211
|
||||
f 240/260/240 238/256/238 209/221/209 212/224/212
|
||||
# 238 polygons
|
||||
|
||||
@ -2,19 +2,19 @@
|
||||
|
||||
Bubble::Bubble(){}
|
||||
|
||||
Bubble::Bubble(float newRadius, float newX, float newZ) {
|
||||
Bubble::Bubble(float newRadius, float newX, float newZ, float speedModifier) {
|
||||
x = newX;
|
||||
z = newZ;
|
||||
y = 0.0f;
|
||||
maxY = 10.0f;
|
||||
elevationSpeed = 0.0005f;
|
||||
y = -5.0f;
|
||||
maxY = 5.0f;
|
||||
elevationSpeed = 0.0005f * speedModifier;
|
||||
radius = newRadius;
|
||||
}
|
||||
|
||||
float Bubble::getAndElevateY() {
|
||||
y += elevationSpeed * (1/radius);
|
||||
y += elevationSpeed;
|
||||
if (y > maxY) {
|
||||
y = 0.0f;
|
||||
y = -5.0f;
|
||||
}
|
||||
return y;
|
||||
}
|
||||
|
||||
@ -14,7 +14,7 @@ private:
|
||||
float getAndElevateY();
|
||||
public:
|
||||
Bubble();
|
||||
Bubble(float newRadius, float newX, float newZ);
|
||||
Bubble(float newRadius, float newX, float newZ, float speedModifier);
|
||||
float getX();
|
||||
|
||||
float getY();
|
||||
|
||||
@ -6,14 +6,11 @@ Fish::Fish(Core::RenderObject _object, std::vector<KeyPointRotation> _keyPoints,
|
||||
keyPoints = _keyPoints;
|
||||
scale = _scale;
|
||||
|
||||
keyPoints.push_back(keyPoints[0]);
|
||||
|
||||
//glm::vec3 oldDirection = glm::vec3(0, 0, 1);
|
||||
//glm::quat oldRotationCamera = glm::quat(1, 0, 0, 0);
|
||||
//glm::vec3 newDirection;
|
||||
//glm::quat newRotationCamera;
|
||||
//
|
||||
//keyPoints.push_back(keyPoints[0]);
|
||||
//for (int i = 0; i < keyPoints.size() - 1; i++) {
|
||||
// newDirection = keyPoints[i + 1] - keyPoints[i];
|
||||
// newRotationCamera = glm::normalize(glm::rotationCamera(oldDirection, newDirection) * oldRotationCamera);
|
||||
|
||||
@ -1,58 +1,100 @@
|
||||
#include "KeyPoints.h"
|
||||
|
||||
void Core::initKeyPoints(std::vector<std::vector<KeyPointRotation>>& keyPoints) {
|
||||
std::vector<KeyPointRotation> keyPoints1{
|
||||
{glm::vec3(1.329308f, -0.329211f, 4.001679f), glm::quat(-0.220721f, 0.603405f, -0.178737f, -0.745143f)},
|
||||
{glm::vec3(0.000000f, 0.000000f, 5.000000f), glm::quat(0.008705f, 0.069754f, -0.000609f, 0.997526f)},
|
||||
{glm::vec3(-0.004341f, -0.000000f, 4.975380f), glm::quat(-0.000000f, 0.095846f, 0.000000f, 0.995396f)},
|
||||
{glm::vec3(-0.065140f, -0.002618f, 4.605472f), glm::quat(-0.017428f, 0.052328f, 0.000913f, 0.998477f)},
|
||||
{glm::vec3(-0.060358f, -0.022680f, 4.206686f), glm::quat(-0.026141f, -0.052318f, -0.001370f, 0.998287f)},
|
||||
{glm::vec3(-0.049487f, -0.027914f, 4.107419f), glm::quat(-0.034739f, -0.095787f, -0.003345f, 0.994790f)},
|
||||
{glm::vec3(0.022853f, -0.039252f, 3.842515f), glm::quat(-0.000000f, -0.147809f, -0.000000f, 0.989016f)},
|
||||
{glm::vec3(0.146800f, -0.016605f, 3.437103f), glm::quat(0.077597f, -0.147354f, 0.011597f, 0.985967f)},
|
||||
{glm::vec3(0.268701f, 0.064883f, 3.038382f), glm::quat(0.120531f, -0.146708f, 0.018013f, 0.981644f)},
|
||||
{glm::vec3(0.389059f, 0.185857f, 2.677159f), glm::quat(0.205060f, -0.161441f, 0.034315f, 0.964733f)},
|
||||
{glm::vec3(0.504850f, 0.390403f, 2.324083f), glm::quat(0.290770f, -0.099961f, 0.030561f, 0.951066f)},
|
||||
{glm::vec3(0.511088f, 0.638072f, 1.981824f), glm::quat(0.307594f, 0.091155f, -0.029618f, 0.946678f)},
|
||||
{glm::vec3(0.357549f, 0.856345f, 1.689975f), glm::quat(0.205503f, 0.396312f, -0.091496f, 0.890131f)},
|
||||
{glm::vec3(0.038171f, 0.981373f, 1.444655f), glm::quat(0.046632f, 0.453368f, -0.023760f, 0.889785f)},
|
||||
{glm::vec3(-0.261936f, 0.940139f, 1.153646f), glm::quat(-0.092360f, 0.266008f, 0.025614f, 0.959194f)},
|
||||
{glm::vec3(-0.416927f, 0.797809f, 0.816381f), glm::quat(-0.255270f, 0.159424f, 0.042717f, 0.952679f)},
|
||||
{glm::vec3(-0.496174f, 0.573713f, 0.465299f), glm::quat(-0.275543f, 0.025163f, 0.007215f, 0.960932f)},
|
||||
{glm::vec3(-0.453296f, 0.356376f, 0.104439f), glm::quat(-0.248238f, -0.126369f, -0.032681f, 0.959865f)},
|
||||
{glm::vec3(-0.323620f, 0.170533f, -0.224422f), glm::quat(-0.210459f, -0.227912f, -0.050527f, 0.949321f)},
|
||||
{glm::vec3(-0.102625f, 0.033964f, -0.559631f), glm::quat(-0.140171f, -0.313819f, -0.046901f, 0.937907f)},
|
||||
{glm::vec3(0.190719f, -0.080466f, -0.795414f), glm::quat(-0.085098f, -0.577522f, -0.060700f, 0.809656f)},
|
||||
{glm::vec3(0.603630f, -0.149074f, -0.847929f), glm::quat(-0.081547f, -0.737605f, -0.090567f, 0.664143f)},
|
||||
{glm::vec3(0.965145f, -0.276190f, -0.679523f), glm::quat(-0.072011f, -0.896137f, -0.158013f, 0.408394f)},
|
||||
{glm::vec3(1.223547f, -0.421548f, -0.376012f), glm::quat(-0.052217f, -0.939228f, -0.165611f, 0.296138f)},
|
||||
{glm::vec3(1.415053f, -0.552588f, -0.050745f), glm::quat(-0.031992f, -0.965572f, -0.144306f, 0.214063f)},
|
||||
{glm::vec3(1.546427f, -0.679752f, 0.331774f), glm::quat(-0.018151f, -0.979413f, -0.172697f, 0.102941f)},
|
||||
{glm::vec3(1.558644f, -0.839351f, 0.724004f), glm::quat(0.012171f, -0.978097f, -0.198996f, -0.059823f)},
|
||||
{glm::vec3(1.469536f, -0.994031f, 1.081175f), glm::quat(0.030077f, -0.969770f, -0.179736f, -0.162283f)},
|
||||
{glm::vec3(1.316302f, -1.088959f, 1.464742f), glm::quat(0.010601f, -0.982971f, -0.060121f, -0.173324f)},
|
||||
{glm::vec3(1.250162f, -1.139453f, 1.879798f), glm::quat(0.000457f, -0.998591f, -0.052334f, -0.008714f)},
|
||||
{glm::vec3(1.260571f, -1.181264f, 2.277251f), glm::quat(-0.001827f, -0.998021f, -0.052304f, 0.034852f)},
|
||||
{glm::vec3(1.301331f, -1.222212f, 2.698203f), glm::quat(-0.002131f, -0.997527f, -0.034834f, 0.061012f)},
|
||||
{glm::vec3(1.356522f, -1.237915f, 3.094028f), glm::quat(-0.001369f, -0.996765f, -0.017399f, 0.078448f)},
|
||||
{glm::vec3(1.457414f, -1.252747f, 3.505888f), glm::quat(-0.003031f, -0.984658f, -0.017187f, 0.173622f)},
|
||||
{glm::vec3(1.630766f, -1.271067f, 3.893110f), glm::quat(-0.006111f, -0.972036f, -0.025454f, 0.233366f)},
|
||||
{glm::vec3(1.837539f, -1.279354f, 4.234686f), glm::quat(0.000000f, -0.948323f, 0.000000f, 0.317305f)},
|
||||
{glm::vec3(2.135239f, -1.264522f, 4.535461f), glm::quat(0.007651f, -0.898657f, 0.015686f, 0.438305f)},
|
||||
{glm::vec3(2.501256f, -1.249689f, 4.748298f), glm::quat(0.009885f, -0.824000f, 0.014383f, 0.566320f)},
|
||||
{glm::vec3(2.894553f, -1.235730f, 4.807496f), glm::quat(0.018510f, -0.706864f, 0.018510f, 0.706865f)},
|
||||
{glm::vec3(3.279297f, -1.209567f, 4.668199f), glm::quat(0.031757f, -0.414440f, 0.014473f, 0.909407f)},
|
||||
{glm::vec3(3.557473f, -1.181664f, 4.382639f), glm::quat(0.032795f, -0.341812f, 0.011936f, 0.939120f)},
|
||||
{glm::vec3(3.811645f, -1.135947f, 4.045370f), glm::quat(0.058223f, -0.300145f, 0.018358f, 0.951938f)},
|
||||
{glm::vec3(4.030757f, -1.075943f, 3.686652f), glm::quat(0.084748f, -0.232557f, 0.020346f, 0.968670f)},
|
||||
{glm::vec3(4.178676f, -0.987683f, 3.326471f), glm::quat(0.120961f, -0.120961f, 0.014852f, 0.985148f)},
|
||||
{glm::vec3(4.238292f, -0.878539f, 2.921264f), glm::quat(0.139152f, -0.017282f, 0.002429f, 0.990117f)},
|
||||
{glm::vec3(4.233769f, -0.752050f, 2.541922f), glm::quat(0.173642f, 0.008594f, -0.001515f, 0.984770f)},
|
||||
{glm::vec3(4.237119f, -0.620841f, 2.138239f), glm::quat(0.095813f, 0.026057f, -0.002509f, 0.995055f)},
|
||||
{glm::vec3(4.101572f, -0.574726f, 1.748940f), glm::quat(-0.000000f, 0.398749f, 0.000000f, 0.917060f)},
|
||||
{glm::vec3(3.771825f, -0.581706f, 1.523900f), glm::quat(-0.007557f, 0.499981f, 0.004363f, 0.865992f)},
|
||||
{glm::vec3(3.384779f, -0.579089f, 1.351094f), glm::quat(0.014119f, 0.587696f, -0.010258f, 0.808894f)}
|
||||
};
|
||||
|
||||
keyPoints.push_back(keyPoints1);
|
||||
keyPoints.insert(keyPoints.end(),
|
||||
{
|
||||
{
|
||||
{glm::vec3(1.329308f, -0.329211f, 4.001679f), glm::quat(-0.220721f, 0.603405f, -0.178737f, -0.745143f)},
|
||||
{glm::vec3(0.000000f, 0.000000f, 5.000000f), glm::quat(0.008705f, 0.069754f, -0.000609f, 0.997526f)},
|
||||
{glm::vec3(-0.004341f, -0.000000f, 4.975380f), glm::quat(-0.000000f, 0.095846f, 0.000000f, 0.995396f)},
|
||||
{glm::vec3(-0.065140f, -0.002618f, 4.605472f), glm::quat(-0.017428f, 0.052328f, 0.000913f, 0.998477f)},
|
||||
{glm::vec3(-0.060358f, -0.022680f, 4.206686f), glm::quat(-0.026141f, -0.052318f, -0.001370f, 0.998287f)},
|
||||
{glm::vec3(-0.049487f, -0.027914f, 4.107419f), glm::quat(-0.034739f, -0.095787f, -0.003345f, 0.994790f)},
|
||||
{glm::vec3(0.022853f, -0.039252f, 3.842515f), glm::quat(-0.000000f, -0.147809f, -0.000000f, 0.989016f)},
|
||||
{glm::vec3(0.146800f, -0.016605f, 3.437103f), glm::quat(0.077597f, -0.147354f, 0.011597f, 0.985967f)},
|
||||
{glm::vec3(0.268701f, 0.064883f, 3.038382f), glm::quat(0.120531f, -0.146708f, 0.018013f, 0.981644f)},
|
||||
{glm::vec3(0.389059f, 0.185857f, 2.677159f), glm::quat(0.205060f, -0.161441f, 0.034315f, 0.964733f)},
|
||||
{glm::vec3(0.504850f, 0.390403f, 2.324083f), glm::quat(0.290770f, -0.099961f, 0.030561f, 0.951066f)},
|
||||
{glm::vec3(0.511088f, 0.638072f, 1.981824f), glm::quat(0.307594f, 0.091155f, -0.029618f, 0.946678f)},
|
||||
{glm::vec3(0.357549f, 0.856345f, 1.689975f), glm::quat(0.205503f, 0.396312f, -0.091496f, 0.890131f)},
|
||||
{glm::vec3(0.038171f, 0.981373f, 1.444655f), glm::quat(0.046632f, 0.453368f, -0.023760f, 0.889785f)},
|
||||
{glm::vec3(-0.261936f, 0.940139f, 1.153646f), glm::quat(-0.092360f, 0.266008f, 0.025614f, 0.959194f)},
|
||||
{glm::vec3(-0.416927f, 0.797809f, 0.816381f), glm::quat(-0.255270f, 0.159424f, 0.042717f, 0.952679f)},
|
||||
{glm::vec3(-0.496174f, 0.573713f, 0.465299f), glm::quat(-0.275543f, 0.025163f, 0.007215f, 0.960932f)},
|
||||
{glm::vec3(-0.453296f, 0.356376f, 0.104439f), glm::quat(-0.248238f, -0.126369f, -0.032681f, 0.959865f)},
|
||||
{glm::vec3(-0.323620f, 0.170533f, -0.224422f), glm::quat(-0.210459f, -0.227912f, -0.050527f, 0.949321f)},
|
||||
{glm::vec3(-0.102625f, 0.033964f, -0.559631f), glm::quat(-0.140171f, -0.313819f, -0.046901f, 0.937907f)},
|
||||
{glm::vec3(0.190719f, -0.080466f, -0.795414f), glm::quat(-0.085098f, -0.577522f, -0.060700f, 0.809656f)},
|
||||
{glm::vec3(0.603630f, -0.149074f, -0.847929f), glm::quat(-0.081547f, -0.737605f, -0.090567f, 0.664143f)},
|
||||
{glm::vec3(0.965145f, -0.276190f, -0.679523f), glm::quat(-0.072011f, -0.896137f, -0.158013f, 0.408394f)},
|
||||
{glm::vec3(1.223547f, -0.421548f, -0.376012f), glm::quat(-0.052217f, -0.939228f, -0.165611f, 0.296138f)},
|
||||
{glm::vec3(1.415053f, -0.552588f, -0.050745f), glm::quat(-0.031992f, -0.965572f, -0.144306f, 0.214063f)},
|
||||
{glm::vec3(1.546427f, -0.679752f, 0.331774f), glm::quat(-0.018151f, -0.979413f, -0.172697f, 0.102941f)},
|
||||
{glm::vec3(1.558644f, -0.839351f, 0.724004f), glm::quat(0.012171f, -0.978097f, -0.198996f, -0.059823f)},
|
||||
{glm::vec3(1.469536f, -0.994031f, 1.081175f), glm::quat(0.030077f, -0.969770f, -0.179736f, -0.162283f)},
|
||||
{glm::vec3(1.316302f, -1.088959f, 1.464742f), glm::quat(0.010601f, -0.982971f, -0.060121f, -0.173324f)},
|
||||
{glm::vec3(1.250162f, -1.139453f, 1.879798f), glm::quat(0.000457f, -0.998591f, -0.052334f, -0.008714f)},
|
||||
{glm::vec3(1.260571f, -1.181264f, 2.277251f), glm::quat(-0.001827f, -0.998021f, -0.052304f, 0.034852f)},
|
||||
{glm::vec3(1.301331f, -1.222212f, 2.698203f), glm::quat(-0.002131f, -0.997527f, -0.034834f, 0.061012f)},
|
||||
{glm::vec3(1.356522f, -1.237915f, 3.094028f), glm::quat(-0.001369f, -0.996765f, -0.017399f, 0.078448f)},
|
||||
{glm::vec3(1.457414f, -1.252747f, 3.505888f), glm::quat(-0.003031f, -0.984658f, -0.017187f, 0.173622f)},
|
||||
{glm::vec3(1.630766f, -1.271067f, 3.893110f), glm::quat(-0.006111f, -0.972036f, -0.025454f, 0.233366f)},
|
||||
{glm::vec3(1.837539f, -1.279354f, 4.234686f), glm::quat(0.000000f, -0.948323f, 0.000000f, 0.317305f)},
|
||||
{glm::vec3(2.135239f, -1.264522f, 4.535461f), glm::quat(0.007651f, -0.898657f, 0.015686f, 0.438305f)},
|
||||
{glm::vec3(2.501256f, -1.249689f, 4.748298f), glm::quat(0.009885f, -0.824000f, 0.014383f, 0.566320f)},
|
||||
{glm::vec3(2.894553f, -1.235730f, 4.807496f), glm::quat(0.018510f, -0.706864f, 0.018510f, 0.706865f)},
|
||||
{glm::vec3(3.279297f, -1.209567f, 4.668199f), glm::quat(0.031757f, -0.414440f, 0.014473f, 0.909407f)},
|
||||
{glm::vec3(3.557473f, -1.181664f, 4.382639f), glm::quat(0.032795f, -0.341812f, 0.011936f, 0.939120f)},
|
||||
{glm::vec3(3.811645f, -1.135947f, 4.045370f), glm::quat(0.058223f, -0.300145f, 0.018358f, 0.951938f)},
|
||||
{glm::vec3(4.030757f, -1.075943f, 3.686652f), glm::quat(0.084748f, -0.232557f, 0.020346f, 0.968670f)},
|
||||
{glm::vec3(4.178676f, -0.987683f, 3.326471f), glm::quat(0.120961f, -0.120961f, 0.014852f, 0.985148f)},
|
||||
{glm::vec3(4.238292f, -0.878539f, 2.921264f), glm::quat(0.139152f, -0.017282f, 0.002429f, 0.990117f)},
|
||||
{glm::vec3(4.233769f, -0.752050f, 2.541922f), glm::quat(0.173642f, 0.008594f, -0.001515f, 0.984770f)},
|
||||
{glm::vec3(4.237119f, -0.620841f, 2.138239f), glm::quat(0.095813f, 0.026057f, -0.002509f, 0.995055f)},
|
||||
{glm::vec3(4.101572f, -0.574726f, 1.748940f), glm::quat(-0.000000f, 0.398749f, 0.000000f, 0.917060f)},
|
||||
{glm::vec3(3.771825f, -0.581706f, 1.523900f), glm::quat(-0.007557f, 0.499981f, 0.004363f, 0.865992f)},
|
||||
{glm::vec3(3.384779f, -0.579089f, 1.351094f), glm::quat(0.014119f, 0.587696f, -0.010258f, 0.808894f)}
|
||||
},
|
||||
{
|
||||
{glm::vec3(0.031843f, -0.247857f, 4.324978f), glm::quat(-0.216308f, 0.034072f, 0.007554f, 0.975701f)},
|
||||
{glm::vec3(-0.032170f, -0.405611f, 4.031020f), glm::quat(-0.231448f, 0.126920f, 0.030471f, 0.964051f)},
|
||||
{glm::vec3(-0.078582f, -0.535124f, 3.743823f), glm::quat(-0.190344f, -0.068475f, -0.013310f, 0.979236f)},
|
||||
{glm::vec3(0.007966f, -0.649473f, 3.458680f), glm::quat(-0.161441f, -0.205060f, -0.034315f, 0.964733f)},
|
||||
{glm::vec3(0.177203f, -0.749192f, 3.181759f), glm::quat(-0.124485f, -0.298133f, -0.039250f, 0.945558f)},
|
||||
{glm::vec3(0.377586f, -0.811535f, 2.915277f), glm::quat(-0.041600f, -0.300420f, -0.013117f, 0.952809f)},
|
||||
{glm::vec3(0.556306f, -0.835249f, 2.650934f), glm::quat(-0.033547f, -0.275469f, -0.009620f, 0.960676f)},
|
||||
{glm::vec3(0.720488f, -0.853389f, 2.354004f), glm::quat(-0.008536f, -0.207904f, -0.001814f, 0.978110f)},
|
||||
{glm::vec3(0.845881f, -0.855833f, 2.038054f), glm::quat(0.000000f, -0.173648f, 0.000000f, 0.984808f)},
|
||||
{glm::vec3(0.910562f, -0.852342f, 1.705261f), glm::quat(0.017436f, -0.043613f, 0.000761f, 0.998896f)},
|
||||
{glm::vec3(0.901167f, -0.831763f, 1.386290f), glm::quat(0.034888f, 0.026161f, -0.000914f, 0.999048f)},
|
||||
{glm::vec3(0.852853f, -0.797276f, 1.072259f), glm::quat(0.060594f, 0.121642f, -0.007440f, 0.990695f)},
|
||||
{glm::vec3(0.747423f, -0.755840f, 0.752255f), glm::quat(0.059823f, 0.198996f, -0.012171f, 0.978097f)},
|
||||
{glm::vec3(0.583107f, -0.715792f, 0.457987f), glm::quat(0.049914f, 0.300294f, -0.015738f, 0.952410f)},
|
||||
{glm::vec3(0.371304f, -0.682342f, 0.221214f), glm::quat(0.047995f, 0.398203f, -0.020869f, 0.915803f)},
|
||||
{glm::vec3(0.058519f, -0.621606f, 0.115487f), glm::quat(0.073422f, 0.639828f, -0.061609f, 0.762518f)},
|
||||
{glm::vec3(-0.272508f, -0.550239f, 0.097388f), glm::quat(0.073520f, 0.755518f, -0.086080f, 0.645273f)},
|
||||
{glm::vec3(-0.578685f, -0.461238f, 0.214148f), glm::quat(0.081737f, 0.842143f, -0.133382f, 0.516066f)},
|
||||
{glm::vec3(-0.782049f, -0.318283f, 0.412831f), glm::quat(0.078762f, 0.917432f, -0.228742f, 0.315897f)},
|
||||
{glm::vec3(-0.936660f, -0.168052f, 0.648615f), glm::quat(0.048231f, 0.950817f, -0.237065f, 0.193446f)},
|
||||
{glm::vec3(-1.003714f, -0.008432f, 0.939034f), glm::quat(0.008443f, 0.969705f, -0.241775f, 0.033863f)},
|
||||
{glm::vec3(-0.978241f, 0.142340f, 1.239044f), glm::quat(-0.031645f, 0.968317f, -0.179467f, -0.170740f)},
|
||||
{glm::vec3(-0.860020f, 0.233082f, 1.521570f), glm::quat(-0.021733f, 0.972789f, -0.102244f, -0.206773f)},
|
||||
{glm::vec3(-0.718163f, 0.275179f, 1.827373f), glm::quat(-0.007851f, 0.973776f, -0.034005f, -0.224814f)},
|
||||
{glm::vec3(-0.567776f, 0.286345f, 2.109457f), glm::quat(-0.000000f, 0.968148f, -0.000000f, -0.250380f)},
|
||||
{glm::vec3(-0.403199f, 0.269252f, 2.406362f), glm::quat(0.008738f, 0.967558f, 0.033788f, -0.250227f)},
|
||||
{glm::vec3(-0.249326f, 0.237884f, 2.707554f), glm::quat(0.009986f, 0.980282f, 0.051374f, -0.190548f)},
|
||||
{glm::vec3(-0.156757f, 0.209652f, 3.011616f), glm::quat(0.001369f, 0.996765f, 0.017399f, -0.078447f)},
|
||||
{glm::vec3(-0.156074f, 0.204417f, 3.350462f), glm::quat(0.000533f, 0.998097f, -0.008710f, 0.061046f)},
|
||||
{glm::vec3(-0.240432f, 0.214189f, 3.678743f), glm::quat(0.003180f, 0.983105f, -0.017160f, 0.182208f)},
|
||||
{glm::vec3(-0.393705f, 0.226403f, 3.958157f), glm::quat(0.008522f, 0.945195f, -0.024751f, 0.325457f)},
|
||||
{glm::vec3(-0.622734f, 0.244197f, 4.207847f), glm::quat(0.011063f, 0.905997f, -0.023724f, 0.422473f)},
|
||||
{glm::vec3(-0.883152f, 0.263730f, 4.391507f), glm::quat(0.023115f, 0.847241f, -0.036991f, 0.529415f)},
|
||||
{glm::vec3(-1.208277f, 0.300308f, 4.469141f), glm::quat(0.050600f, 0.686678f, -0.048017f, 0.723607f)},
|
||||
{glm::vec3(-1.530805f, 0.366491f, 4.396798f), glm::quat(0.110692f, 0.525386f, -0.069168f, 0.840793f)},
|
||||
{glm::vec3(-1.760869f, 0.467299f, 4.203595f), glm::quat(0.181470f, 0.303340f, -0.058963f, 0.933583f)},
|
||||
{glm::vec3(-1.869613f, 0.627041f, 3.926835f), glm::quat(0.264952f, 0.125779f, -0.034882f, 0.955386f)},
|
||||
{glm::vec3(-1.930721f, 0.809559f, 3.646710f), glm::quat(0.282934f, 0.083567f, -0.024754f, 0.955171f)},
|
||||
{glm::vec3(-1.944953f, 1.006198f, 3.395043f), glm::quat(0.333756f, 0.016452f, -0.005826f, 0.942498f)}
|
||||
}
|
||||
});
|
||||
}
|
||||
@ -166,4 +166,4 @@ void Core::DrawContext(Core::RenderContext& context)
|
||||
(void*)0 // element array buffer offset
|
||||
);
|
||||
glBindVertexArray(0);
|
||||
}
|
||||
}
|
||||
@ -12,13 +12,13 @@ namespace Core
|
||||
{
|
||||
|
||||
struct RenderContext
|
||||
{
|
||||
{
|
||||
GLuint vertexArray;
|
||||
GLuint vertexBuffer;
|
||||
GLuint vertexIndexBuffer;
|
||||
int size = 0;
|
||||
|
||||
void initFromOBJ(obj::Model& model);
|
||||
void initFromOBJ(obj::Model& model);
|
||||
|
||||
void initFromAssimpMesh(aiMesh* mesh);
|
||||
};
|
||||
@ -32,16 +32,16 @@ namespace Core
|
||||
// vertexArray - jednowymiarowa tablica zawierajaca wartosci opisujace pozycje kolejnych wierzcholkow w jednym ciagu (x1, y1, z1, w1, x2, y2, z2, w2, ...)
|
||||
// numVertices - liczba wierzcholkow do narysowania
|
||||
// elementSize - liczba wartosci opisujacych pojedynczy wierzcholek (np. 3 gdy wierzcholek opisany jest trojka (x, y, z))
|
||||
void DrawVertexArray(const float * vertexArray, int numVertices, int elementSize);
|
||||
void DrawVertexArray(const float* vertexArray, int numVertices, int elementSize);
|
||||
|
||||
// indexArray - jednowymiarowa tablica zawierajaca indeksy wierzcholkow kolejnych trojkatow w jednym ciagu (t1_i1, t1_i2, t1_i3, t2_i1, t2_i2, t2_i3, ...)
|
||||
// numIndexes - liczba indeksow w tablicy indexArray
|
||||
void DrawVertexArrayIndexed(const float * vertexArray, const int * indexArray, int numIndexes, int elementSize);
|
||||
void DrawVertexArrayIndexed(const float* vertexArray, const int* indexArray, int numIndexes, int elementSize);
|
||||
|
||||
|
||||
struct VertexAttribute
|
||||
{
|
||||
const void * Pointer;
|
||||
const void* Pointer;
|
||||
int Size;
|
||||
};
|
||||
|
||||
@ -58,13 +58,13 @@ namespace Core
|
||||
//
|
||||
// Przykladowe wywolanie funkcji - narysowanie trojkata jak na pierwszych zajeciach:
|
||||
/*
|
||||
|
||||
|
||||
const float vertices[] = {
|
||||
0.25f, 0.25f, 0.0f, 1.0f,
|
||||
0.25f, -0.25f, 0.0f, 1.0f,
|
||||
-0.25f, -0.25f, 0.0f, 1.0f
|
||||
};
|
||||
|
||||
|
||||
Core::VertexData vertexData;
|
||||
vertexData.NumActiveAttribs = 1; // Liczba uzywanych atrybutow wierzcholka
|
||||
vertexData.Attribs[0].Pointer = vertices; // Wskaznik na dane zerowego atrybutu
|
||||
@ -73,7 +73,10 @@ namespace Core
|
||||
Core::DrawVertexArray(vertexData);
|
||||
|
||||
*/
|
||||
void DrawVertexArray(const VertexData & data);
|
||||
void DrawVertexArray(const VertexData& data);
|
||||
|
||||
void DrawContext(RenderContext& context);
|
||||
|
||||
Core::RenderObject createRenderObject(std::string modelFileName, std::string textureFileName, glm::mat4 initialTransformation);
|
||||
|
||||
}
|
||||
@ -7,6 +7,7 @@
|
||||
#include <vector>
|
||||
#include <ctime>
|
||||
#include <cstdlib>
|
||||
#include <string>
|
||||
|
||||
#include "Shader_Loader.h"
|
||||
#include "Render_Utils.h"
|
||||
@ -56,11 +57,15 @@ int prevTime;
|
||||
GLuint sharkTexture;
|
||||
GLuint fish1Texture;
|
||||
|
||||
float randRange(float start, float end) {
|
||||
return start + ((float)std::rand()) / ((float)RAND_MAX) * (end - start);
|
||||
}
|
||||
|
||||
void keyboard(unsigned char key, int x, int y)
|
||||
{
|
||||
|
||||
float angleSpeed = 0.1f;
|
||||
float moveSpeed = 0.1f;
|
||||
float angleSpeed = 0.02f;
|
||||
float moveSpeed = 0.02f;
|
||||
glm::quat rotationxd = glm::inverse(rotation);
|
||||
|
||||
if(key == 'z') cameraAngle -= angleSpeed;
|
||||
@ -198,31 +203,33 @@ void loadModelToContext(std::string path, Core::RenderContext& context)
|
||||
context.initFromAssimpMesh(scene->mMeshes[0]);
|
||||
}
|
||||
|
||||
void initBubbles() {
|
||||
bubbles.insert(bubbles.end(), {
|
||||
Bubble(0.2f, 1.0f, 1.0f),
|
||||
Bubble(0.2f, 3.0f, 2.3f),
|
||||
Bubble(0.2f, 5.7f, 1.2f),
|
||||
Bubble(0.2f, 7.0f, 4.0f),
|
||||
Bubble(0.2f, 4.7f, 3.7f),
|
||||
Bubble(0.2f, 1.0f, 2.1f),
|
||||
Bubble(0.2f, 2.6f, 8.4f),
|
||||
Bubble(0.2f, 1.3f, 0.3f),
|
||||
Bubble(0.2f, 5.2f, 2.1f),
|
||||
Bubble(0.2f, 4.0f, 1.2f)
|
||||
}
|
||||
);
|
||||
void initBubbles(int n) {
|
||||
for (int i = 0; i < n; i++) {
|
||||
bubbles.push_back(Bubble(randRange(0.05f, 0.2f), randRange(-5.0f, 5.0f), randRange(-5.0f, 5.0f), randRange(0.5f, 5.0f)));
|
||||
}
|
||||
}
|
||||
|
||||
void initFish() {
|
||||
Core::RenderObject createRenderObject(std::string modelFileName, std::string textureFileName, glm::mat4 initialTransformation) {
|
||||
Core::RenderObject object;
|
||||
loadModelToContext("models/fish_yellow.obj", object.context);
|
||||
object.textureId = Core::LoadTexture("textures/fish_yellow.jpg");
|
||||
object.initialTransformation = glm::rotate(glm::radians(90.0f), glm::vec3(1, 0, 0)) * glm::scale(glm::vec3(0.01f));
|
||||
fish.insert(fish.end(), {
|
||||
loadModelToContext("models/" + modelFileName, object.context);
|
||||
object.textureId = Core::LoadTexture(("textures/" + textureFileName).c_str());
|
||||
object.initialTransformation = initialTransformation;
|
||||
return object;
|
||||
}
|
||||
|
||||
|
||||
Fish(object, keyPoints[0], 7.0f, 1.0f)
|
||||
|
||||
void initFish() {
|
||||
Core::RenderObject fishYellow = createRenderObject("fish_yellow.obj", "fish_yellow.jpg", glm::rotate(glm::radians(90.0f), glm::vec3(1, 0, 0)) * glm::scale(glm::vec3(0.01f)));
|
||||
Core::RenderObject fishGolden = createRenderObject("fish_golden.obj", "fish_golden.jpg", glm::rotate(glm::radians(90.0f), glm::vec3(0, 1, 0)) * glm::rotate(glm::radians(90.0f), glm::vec3(0, 0, 1)) * glm::rotate(glm::radians(180.0f), glm::vec3(1, 0, 0)) * glm::scale(glm::vec3(0.002f)));
|
||||
Core::RenderObject fishTropical1 = createRenderObject("fish_tropical1.obj", "fish_tropical1.jpg", glm::rotate(glm::radians(90.0f), glm::vec3(0, 1, 0)) * glm::rotate(glm::radians(90.0f), glm::vec3(0, 0, 1)) * glm::rotate(glm::radians(90.0f), glm::vec3(1, 0, 0)) * glm::scale(glm::vec3(0.0002f)));
|
||||
Core::RenderObject fishTropical2 = createRenderObject("fish_tropical2.obj", "fish_tropical2.jpg", glm::rotate(glm::radians(90.0f), glm::vec3(0, 1, 0)) * glm::rotate(glm::radians(90.0f), glm::vec3(0, 0, 1)) * glm::rotate(glm::radians(90.0f), glm::vec3(1, 0, 0)) * glm::scale(glm::vec3(0.0002f)));
|
||||
|
||||
|
||||
fish.insert(fish.end(), {
|
||||
Fish(fishYellow, keyPoints[0], 7.0f, 1.0f),
|
||||
Fish(fishGolden, keyPoints[1], 3.0f, 1.0f),
|
||||
Fish(fishTropical1, keyPoints[1], 1.0f, 1.0f),
|
||||
Fish(fishTropical2, keyPoints[0], 2.0f, 1.5f)
|
||||
}
|
||||
);
|
||||
}
|
||||
@ -242,7 +249,7 @@ void init()
|
||||
loadModelToContext("models/fish_yellow.obj", fish1Model);
|
||||
fish1Texture = Core::LoadTexture("textures/fish_yellow.jpg");
|
||||
sharkTexture = Core::LoadTexture("textures/Orca_Diffuse.jpg");
|
||||
initBubbles();
|
||||
initBubbles(30);
|
||||
initFish();
|
||||
/*initRenderables();
|
||||
initPhysicsScene();*/
|
||||
|
||||
BIN
cw 6/textures/fish_golden.jpg
Normal file
BIN
cw 6/textures/fish_golden.jpg
Normal file
Binary file not shown.
|
After Width: | Height: | Size: 233 KiB |
BIN
cw 6/textures/fish_tropical1.jpg
Normal file
BIN
cw 6/textures/fish_tropical1.jpg
Normal file
Binary file not shown.
|
After Width: | Height: | Size: 211 KiB |
BIN
cw 6/textures/fish_tropical2.jpg
Normal file
BIN
cw 6/textures/fish_tropical2.jpg
Normal file
Binary file not shown.
|
After Width: | Height: | Size: 163 KiB |
Loading…
Reference in New Issue
Block a user