Animação Unity toda bugada
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Animação Unity toda bugada
Olá
Estou tentando fazer um sisteminha basico de movimentação em 3rd pessoa, mas está acontecendo que algumas das animações estão ficando bugadas na hora de trocar pra proxima
Exemplo: O personagem está andando, soque quando eu troco pra animação de correr ou a de rolar ela fica toda bugada
E o problema em si não é da propria animação, porque eu testei a animação sozinha e ela está funcionando corretamente, é só após trocar de animação que ela fica bugada
E é só algumas também, porque da animação Idle pra animação de andar funciona corretamente, e algumas outras, mas pra de correr e pra de rolar elas ficam bugadas
Se alguém puder me ajudar agradeço
Aqui abaixo um video mostrando oque acontece:
A animação meio que está rodando em si mesma ou seila
se alguem puder me ajudar agradeço.
Estou tentando fazer um sisteminha basico de movimentação em 3rd pessoa, mas está acontecendo que algumas das animações estão ficando bugadas na hora de trocar pra proxima
Exemplo: O personagem está andando, soque quando eu troco pra animação de correr ou a de rolar ela fica toda bugada
E o problema em si não é da propria animação, porque eu testei a animação sozinha e ela está funcionando corretamente, é só após trocar de animação que ela fica bugada
E é só algumas também, porque da animação Idle pra animação de andar funciona corretamente, e algumas outras, mas pra de correr e pra de rolar elas ficam bugadas
Se alguém puder me ajudar agradeço
Aqui abaixo um video mostrando oque acontece:
A animação meio que está rodando em si mesma ou seila
se alguem puder me ajudar agradeço.
TIKO- Avançado
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PONTOS : 1674
REPUTAÇÃO : 29
Idade : 16
Áreas de atuação : Modelagem 3D (Básico), Programação (Mais básico ainda), Unity 3D, C#
Respeito as regras :
Re: Animação Unity toda bugada
Tinha esquecido de colocar, mas aqui é como a animação deve funcionar
e aqui é ela sozinha, sem nenhuma outra animação, então o problema deve ser na transição eu acho
e aqui é ela sozinha, sem nenhuma outra animação, então o problema deve ser na transição eu acho
TIKO- Avançado
-
PONTOS : 1674
REPUTAÇÃO : 29
Idade : 16
Áreas de atuação : Modelagem 3D (Básico), Programação (Mais básico ainda), Unity 3D, C#
Respeito as regras :
Re: Animação Unity toda bugada
Então amigo, isso é um problema bem normal da Unity, que não sei porque raios ainda não corrigiram para importar tudo conforme foi exportado por qualquer software externo.
Eu por exemplo uso 3dsMax para animar ou Cascadeur e da a mesma coisa.
Enfim a solução:
na Unity ela pre-define um centroide dos ossos da animação para se orientarem a ele, podem ser dois ou três modos>
![Animação Unity toda bugada 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)
como na imagem ai, você vai na sua animação e vai alterando o parâmetro de acordo com o que vai deixar igual sua animação original.
no seu caso como a animação é do corpo do personagem rolando sobre ele mesmo(a posição dos ossos no caso), então corrige isso no Root Transform Rotation;
em animações de pulo tipo parkour por exemplo, em que você pula de um lugar alto e cai rolando num lugar baixo, eu tenho que alterar o Root Transform Position(Y) também, para ele seguir a altura conforme a animação, e não aplicando a física do jogo, se não cagaria na minha animação.
Enfim a resposta para qualquer bug de animação geralmente são nessas opções aí, que na Unity não veio pré setada sempre que vc importa uma animação externa, assim melhoraria nossa vida.
Eu por exemplo uso 3dsMax para animar ou Cascadeur e da a mesma coisa.
Enfim a solução:
na Unity ela pre-define um centroide dos ossos da animação para se orientarem a ele, podem ser dois ou três modos>
como na imagem ai, você vai na sua animação e vai alterando o parâmetro de acordo com o que vai deixar igual sua animação original.
no seu caso como a animação é do corpo do personagem rolando sobre ele mesmo(a posição dos ossos no caso), então corrige isso no Root Transform Rotation;
em animações de pulo tipo parkour por exemplo, em que você pula de um lugar alto e cai rolando num lugar baixo, eu tenho que alterar o Root Transform Position(Y) também, para ele seguir a altura conforme a animação, e não aplicando a física do jogo, se não cagaria na minha animação.
Enfim a resposta para qualquer bug de animação geralmente são nessas opções aí, que na Unity não veio pré setada sempre que vc importa uma animação externa, assim melhoraria nossa vida.
Re: Animação Unity toda bugada
esqueci de falar que isso fica na aba Animation, quando vc clica na animação que importou
![Animação Unity toda bugada 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)
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» Animação bugada Unity 2018
» [RESOLVIDO] Animação bugada quando exporto do blender para o unity
» Animação bugada com Legacy
» Como fazer com que uma animaçao inicie toda vez quando o objeto colide???
» Minha unity trava toda vez que a desligo
» [RESOLVIDO] Animação bugada quando exporto do blender para o unity
» Animação bugada com Legacy
» Como fazer com que uma animaçao inicie toda vez quando o objeto colide???
» Minha unity trava toda vez que a desligo
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