[TUTORIAL] Sistema de FPS com Corpo
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[TUTORIAL] Sistema de FPS com Corpo
Então pessoal, eu fiz um post há muito tempo atrás sobre um Sistema de FPS com Corpo, mas eu desfiz aquele projeto, pois ele estava repleto de bugs, então eu criei esse outro, e desta vez tem um tutorial em vídeo com tudo explicado.
Link dos arquivos : https://drive.google.com/open?id=1-XO30YDbXNsA-856xTA5TJoQQMHjM3GD
ou
os scripts:
CameraScript
Espero que seja útil, e não esqueça de ver o vídeo inteiro, para ter o menor número de duvidas possível.
E também não esquece de dar o like e se inscrever, pois deu trabalho fazer esse Sistema.
Link dos arquivos : https://drive.google.com/open?id=1-XO30YDbXNsA-856xTA5TJoQQMHjM3GD
ou
os scripts:
CameraScript
- Código:
using System.Collections;
using System.Collections.Generic;
using UnityEngine;
public class CameraScript : MonoBehaviour
{
public float minClamp, maxClamp;
public float sensibilityX, sensibilityY;
float mouzX, mouzY;
void Update()
{
mouzX += Input.GetAxis("Mouse X") * sensibilityY * Time.deltaTime;
mouzY -= Input.GetAxis("Mouse Y") * sensibilityX * Time.deltaTime;
mouzY = Mathf.Clamp(mouzY, minClamp, maxClamp);
transform.rotation = Quaternion.Euler(new Vector3(mouzY, mouzX, 0));
}
}
- Código:
using System.Collections;
using System.Collections.Generic;
using UnityEngine;
public class PlayerScript : MonoBehaviour
{
public Transform playerBody;
public Transform camera;
public Animator[] anim;
public float walkSpeed, runSpeed;
private bool leftShift;
private float speed;
private float hor, ver;
void Update()
{
hor = Input.GetAxis("Horizontal");
ver = Input.GetAxis("Vertical");
leftShift = Input.GetKey(KeyCode.LeftShift);
playerBody.rotation = Quaternion.Euler(new Vector3(0, camera.eulerAngles.y, 0));
SpeedSetup();
MovementSetup();
AnimatorSetup();
}
void SpeedSetup()
{
if (leftShift)
{
speed = runSpeed;
}
else
{
speed = walkSpeed;
}
}
void MovementSetup()
{
transform.Translate(playerBody.forward * ver * speed * Time.deltaTime);
transform.Translate(playerBody.right * hor * speed * Time.deltaTime);
}
void AnimatorSetup()
{
anim[0].SetFloat("Horizontal", hor);
anim[0].SetFloat("Vertical", ver);
anim[0].SetBool("Run", leftShift);
anim[1].SetFloat("Horizontal", hor);
anim[1].SetFloat("Vertical", ver);
anim[1].SetBool("Run", leftShift);
anim[2].SetFloat("Horizontal", hor);
anim[2].SetFloat("Vertical", ver);
anim[2].SetBool("Run", leftShift);
}
}
Espero que seja útil, e não esqueça de ver o vídeo inteiro, para ter o menor número de duvidas possível.
E também não esquece de dar o like e se inscrever, pois deu trabalho fazer esse Sistema.
LúcioHenrique098- Avançado
-
PONTOS : 1769
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Áreas de atuação : Intermediário em Programação, Iniciante em Modelagem
Respeito as regras :
Re: [TUTORIAL] Sistema de FPS com Corpo
Vlw mano, espero que ajude mesmo, kkkkkkRafaelSquid1 escreveu:Que tutorial show, vai ajudar muitas pessoas

LúcioHenrique098- Avançado
-
PONTOS : 1769
REPUTAÇÃO : 31
Idade : 19
Áreas de atuação : Intermediário em Programação, Iniciante em Modelagem
Respeito as regras :
Re: [TUTORIAL] Sistema de FPS com Corpo
Muito top o tutorial, eu já estava procurando por um sistema assim há muito tempo, vlw mesmo e sucesso aí com o canal <3
leonardolopes- Avançado
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REPUTAÇÃO : 3
Respeito as regras :
Re: [TUTORIAL] Sistema de FPS com Corpo
Vlw mano, sucesso no jogo!
LúcioHenrique098- Avançado
-
PONTOS : 1769
REPUTAÇÃO : 31
Idade : 19
Áreas de atuação : Intermediário em Programação, Iniciante em Modelagem
Respeito as regras :
Re: [TUTORIAL] Sistema de FPS com Corpo
Eu tentei fazer do mesmo jeito do video, mais está dando alguns erros no console
![[TUTORIAL] Sistema de FPS com Corpo AdUL38IfO7HLAAAAAElFTkSuQmCC](data:image/png;base64,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)
Alem do player não se mexer
Alem do player não se mexer
Re: [TUTORIAL] Sistema de FPS com Corpo
Opa mano, desculpa o incoveniente com o asset, você poderia tentar fazer tudo do zero, testei tudo hoje e comigo não deu nenhum problema(lembrando que usei os scripts deixados no vídeo).
Desculpa pelo incoveniente.
Desculpa pelo incoveniente.
LúcioHenrique098- Avançado
-
PONTOS : 1769
REPUTAÇÃO : 31
Idade : 19
Áreas de atuação : Intermediário em Programação, Iniciante em Modelagem
Respeito as regras :
Re: [TUTORIAL] Sistema de FPS com Corpo
LúcioHenrique098 escreveu:Opa mano, desculpa o incoveniente com o asset, você poderia tentar fazer tudo do zero, testei tudo hoje e comigo não deu nenhum problema(lembrando que usei os scripts deixados no vídeo).
Desculpa pelo incoveniente.
Eu consegui resolver o erro, não sei como foi que aconteceu, mais refazendo o tutorial, ficou resolvido. Valeu ai!
E queria saber se você tem como adaptar o script pra colocar também pra o jogador pular, seria demais. Ótimo video
Re: [TUTORIAL] Sistema de FPS com Corpo
Estava trabalhando nisso apenas nas horas vagas, mas vou trabalhar mais agora que estou com tempo livre.RafaelSquid1 escreveu:LúcioHenrique098 escreveu:Opa mano, desculpa o incoveniente com o asset, você poderia tentar fazer tudo do zero, testei tudo hoje e comigo não deu nenhum problema(lembrando que usei os scripts deixados no vídeo).
Desculpa pelo incoveniente.
Eu consegui resolver o erro, não sei como foi que aconteceu, mais refazendo o tutorial, ficou resolvido. Valeu ai!
E queria saber se você tem como adaptar o script pra colocar também pra o jogador pular, seria demais. Ótimo video
E lembrem, LAVE AS MÃOS!
LúcioHenrique098- Avançado
-
PONTOS : 1769
REPUTAÇÃO : 31
Idade : 19
Áreas de atuação : Intermediário em Programação, Iniciante em Modelagem
Respeito as regras :
Re: [TUTORIAL] Sistema de FPS com Corpo
Por que vídeo tá privado amigo?LúcioHenrique098 escreveu:Então pessoal, eu fiz um post há muito tempo atrás sobre um Sistema de FPS com Corpo, mas eu desfiz aquele projeto, pois ele estava repleto de bugs, então eu criei esse outro, e desta vez tem um tutorial em vídeo com tudo explicado.
Link dos arquivos : https://drive.google.com/open?id=1-XO30YDbXNsA-856xTA5TJoQQMHjM3GD
ou
os scripts:
CameraScriptPlayerScript
- Código:
using System.Collections;
using System.Collections.Generic;
using UnityEngine;
public class CameraScript : MonoBehaviour
{
public float minClamp, maxClamp;
public float sensibilityX, sensibilityY;
float mouzX, mouzY;
void Update()
{
mouzX += Input.GetAxis("Mouse X") * sensibilityY * Time.deltaTime;
mouzY -= Input.GetAxis("Mouse Y") * sensibilityX * Time.deltaTime;
mouzY = Mathf.Clamp(mouzY, minClamp, maxClamp);
transform.rotation = Quaternion.Euler(new Vector3(mouzY, mouzX, 0));
}
}
- Código:
using System.Collections;
using System.Collections.Generic;
using UnityEngine;
public class PlayerScript : MonoBehaviour
{
public Transform playerBody;
public Transform camera;
public Animator[] anim;
public float walkSpeed, runSpeed;
private bool leftShift;
private float speed;
private float hor, ver;
void Update()
{
hor = Input.GetAxis("Horizontal");
ver = Input.GetAxis("Vertical");
leftShift = Input.GetKey(KeyCode.LeftShift);
playerBody.rotation = Quaternion.Euler(new Vector3(0, camera.eulerAngles.y, 0));
SpeedSetup();
MovementSetup();
AnimatorSetup();
}
void SpeedSetup()
{
if (leftShift)
{
speed = runSpeed;
}
else
{
speed = walkSpeed;
}
}
void MovementSetup()
{
transform.Translate(playerBody.forward * ver * speed * Time.deltaTime);
transform.Translate(playerBody.right * hor * speed * Time.deltaTime);
}
void AnimatorSetup()
{
anim[0].SetFloat("Horizontal", hor);
anim[0].SetFloat("Vertical", ver);
anim[0].SetBool("Run", leftShift);
anim[1].SetFloat("Horizontal", hor);
anim[1].SetFloat("Vertical", ver);
anim[1].SetBool("Run", leftShift);
anim[2].SetFloat("Horizontal", hor);
anim[2].SetFloat("Vertical", ver);
anim[2].SetBool("Run", leftShift);
}
}
Espero que seja útil, e não esqueça de ver o vídeo inteiro, para ter o menor número de duvidas possível.
E também não esquece de dar o like e se inscrever, pois deu trabalho fazer esse Sistema.
SamonBR- Iniciante
-
PONTOS : 1439
REPUTAÇÃO : 1
Idade : 24
Respeito as regras :
Re: [TUTORIAL] Sistema de FPS com Corpo
O vídeo está privado, pois eu privei todos os vídeos do meu canal..., eu estou refazendo todo esse projeto de uma maneira mais clean e fácil de usar, esperem atualizações nos próximos dias...SamonBR escreveu:Por que vídeo tá privado amigo?LúcioHenrique098 escreveu:Então pessoal, eu fiz um post há muito tempo atrás sobre um Sistema de FPS com Corpo, mas eu desfiz aquele projeto, pois ele estava repleto de bugs, então eu criei esse outro, e desta vez tem um tutorial em vídeo com tudo explicado.
Link dos arquivos : https://drive.google.com/open?id=1-XO30YDbXNsA-856xTA5TJoQQMHjM3GD
ou
os scripts:
CameraScriptPlayerScript
- Código:
using System.Collections;
using System.Collections.Generic;
using UnityEngine;
public class CameraScript : MonoBehaviour
{
public float minClamp, maxClamp;
public float sensibilityX, sensibilityY;
float mouzX, mouzY;
void Update()
{
mouzX += Input.GetAxis("Mouse X") * sensibilityY * Time.deltaTime;
mouzY -= Input.GetAxis("Mouse Y") * sensibilityX * Time.deltaTime;
mouzY = Mathf.Clamp(mouzY, minClamp, maxClamp);
transform.rotation = Quaternion.Euler(new Vector3(mouzY, mouzX, 0));
}
}
- Código:
using System.Collections;
using System.Collections.Generic;
using UnityEngine;
public class PlayerScript : MonoBehaviour
{
public Transform playerBody;
public Transform camera;
public Animator[] anim;
public float walkSpeed, runSpeed;
private bool leftShift;
private float speed;
private float hor, ver;
void Update()
{
hor = Input.GetAxis("Horizontal");
ver = Input.GetAxis("Vertical");
leftShift = Input.GetKey(KeyCode.LeftShift);
playerBody.rotation = Quaternion.Euler(new Vector3(0, camera.eulerAngles.y, 0));
SpeedSetup();
MovementSetup();
AnimatorSetup();
}
void SpeedSetup()
{
if (leftShift)
{
speed = runSpeed;
}
else
{
speed = walkSpeed;
}
}
void MovementSetup()
{
transform.Translate(playerBody.forward * ver * speed * Time.deltaTime);
transform.Translate(playerBody.right * hor * speed * Time.deltaTime);
}
void AnimatorSetup()
{
anim[0].SetFloat("Horizontal", hor);
anim[0].SetFloat("Vertical", ver);
anim[0].SetBool("Run", leftShift);
anim[1].SetFloat("Horizontal", hor);
anim[1].SetFloat("Vertical", ver);
anim[1].SetBool("Run", leftShift);
anim[2].SetFloat("Horizontal", hor);
anim[2].SetFloat("Vertical", ver);
anim[2].SetBool("Run", leftShift);
}
}
Espero que seja útil, e não esqueça de ver o vídeo inteiro, para ter o menor número de duvidas possível.
E também não esquece de dar o like e se inscrever, pois deu trabalho fazer esse Sistema.


LúcioHenrique098- Avançado
-
PONTOS : 1769
REPUTAÇÃO : 31
Idade : 19
Áreas de atuação : Intermediário em Programação, Iniciante em Modelagem
Respeito as regras :

» Sistema de melee / ataque corpo a corpo.
» [TUTORIAL] Sistema de pulo 3D
» [TUTORIAL] Sistema de trem
» [TUTORIAL] FPS Controller com corpo completo!
» [TUTORIAL] Sistema de Entregas + GPS!
» [TUTORIAL] Sistema de pulo 3D
» [TUTORIAL] Sistema de trem
» [TUTORIAL] FPS Controller com corpo completo!
» [TUTORIAL] Sistema de Entregas + GPS!
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