Cg 05 beyond_transformation
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Dokumen tersebut membahas tentang transformasi geometri 2D seperti rotasi, translasi, skala, dan kombinasi transformasi. Rotasi dijelaskan dengan menggunakan matriks rotasi 2x2 untuk mengubah koordinat suatu vektor. Translasi dapat dilakukan dengan menggunakan matriks 4x4 dan koordinat homogen untuk merepresentasikan perpindahan suatu objek di bidang. Beberapa contoh soal juga diberikan untuk melatih pembaca dalam m
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power point usaha pada vektor satuan i,j,k
Ringkasan dokumen tersebut adalah:
Usaha didefinisikan sebagai hasil perkalian antara komponen gaya pada perpindahan dengan besarnya perpindahan. Usaha dapat dihitung menggunakan rumus W=Fcosα.s, dimana W adalah usaha, Fcosα adalah komponen gaya paralel dengan perpindahan, dan s adalah besarnya perpindahan. Rumus ini kemudian dikembangkan menjadi persamaan vektor F.r untuk men
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Gerak lurus beraturan
Dokumen tersebut membahas tentang gerak lurus beraturan dan berubah beraturan, termasuk definisi percepatan dan contoh soalnya. Gerak lurus beraturan memiliki vektor arah tetap dan percepatan nol, sedangkan gerak lurus berubah beraturan memiliki vektor arah tetap dan percepatan konstan.
Latihan osp fisika soal 93
1. Soal ini membahas tentang silinder panjang yang berotasi di atas permukaan datar. Silinder memiliki lubang di tengahnya dan dilepaskan dari posisi miring.
2. Soal ini meminta menghitung besar torsi, momen inersia, dan periode osilasi silinder.
3. Silinder akan bergerak harmonik sederhana dengan periode 4/T untuk kembali ke posisi semula.
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power point usaha pada vektor satuan i,j,k
Ringkasan dokumen tersebut adalah:
Usaha didefinisikan sebagai hasil perkalian antara komponen gaya pada perpindahan dengan besarnya perpindahan. Usaha dapat dihitung menggunakan rumus W=Fcosα.s, dimana W adalah usaha, Fcosα adalah komponen gaya paralel dengan perpindahan, dan s adalah besarnya perpindahan. Rumus ini kemudian dikembangkan menjadi persamaan vektor F.r untuk men
Gerak lurus beraturan (glb)
Gerak lurus beraturan adalah gerak sebuah benda dengan lintasan garis lurus dan kecepatan konstan. Besarnya kecepatan dihitung dengan membagi perpindahan dengan waktu. Grafik gerak lurus beraturan menunjukkan hubungan antara kecepatan dan waktu, serta perpindahan dan waktu.
Gerak lurus beraturan
Dokumen tersebut membahas tentang gerak lurus beraturan dan berubah beraturan, termasuk definisi percepatan dan contoh soalnya. Gerak lurus beraturan memiliki vektor arah tetap dan percepatan nol, sedangkan gerak lurus berubah beraturan memiliki vektor arah tetap dan percepatan konstan.
Latihan osp fisika soal 93
1. Soal ini membahas tentang silinder panjang yang berotasi di atas permukaan datar. Silinder memiliki lubang di tengahnya dan dilepaskan dari posisi miring.
2. Soal ini meminta menghitung besar torsi, momen inersia, dan periode osilasi silinder.
3. Silinder akan bergerak harmonik sederhana dengan periode 4/T untuk kembali ke posisi semula.
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Cg 05 beyond_transformation
- 1. 05 |Beyond Transformation Eriq Muhammad Adams J | eriq.adams@ub.ac.id
- 3. Scaling
- 8. Rotation (cont.) • Karena komponen paralel terhadap A tidak berubah selama rotasi maka yg hanya di-rotasi komponen tegak lurus terhadap A.
- 10. Rotation (cont.)
- 11. Rotation (cont.)
- 12. Translation • Untuk melakukan translasi menggunakan perkalian matrix tidak dapat menggunakan matrix 3x3 namun dapat diselesaikan dengan menggunakan matrix 4x4 dan 4 koordinat (x,y,z,w) dengan nilai w=1 → koordinat homogen (homogeneous coordinate).
- 13. Translation (cont.) • Matrix translasi diubah menjadi 4x4 :
- 15. Latihan
- 16. Latihan (cont.)