干二大日天 发表于 2020-6-20 23:39:51

MI基础操作和MI新培群居常见问题Q&A征集

运作方式:您需要在回帖中准确描述问题,我会定期对有价值的问答进行整合并且在本页中进行回复。
使用方式:同时按下CTRL+F并且输入关键字进行定位,将来会考虑制作目录进一步方便寻找。如果有在当前分镜中不造成任何影响的对象,尤其是灯光和场景,在渲染时最好将其隐藏。——《少走MI弯路》
社会服务的进步在于从成为之一到没有之一。——《研讨会务日志》黑话:MI=Mineimator,动画制作器;MB=Modelbench,模型制作器;MICC=MineimatorCultivationCenter,新人培训中心。

Q:为什么我应该尽量不用新版本的marker时间轴标签?(技术)
A:译者注意到Mineimator 2.0 版本添加的marker功能会随着您对项目的编辑和复制而无限增值而且几乎无法通过正常手段删除,这会导致您的项目文件异常臃肿,体积暴增,最终诱发存档卡死崩溃,目前还没有解决方案,因此不建议使用。

Q:如何解决新版本场景导入后因为名称相同互相覆盖的问题?(技术)
A:译者注意到Mineimator 2.0 版本修改的场景导入功能会基于本地存档名称进行顺序编码,因此如果用户在编辑过程中出现了重名的场景则很容易在重新载入项目时发生相互覆盖替换的情况,目前最好的解决方案就是用notepad++或者visual studio code之类的软件给每个您截取出来的场景重新命名,通常需要修改的scenery词条以"filename"或者"name"开头。

Q:Depth of field是什么?(技术)
A:相机的景深效果子菜单:Depth指相机到焦点的距离,Range是以焦点为中心的清晰区域半径,Fade size是从清晰区域到模糊区域的过渡半径;Blur size就模糊大小,越大越模糊;Anamorphic ratio是增加你水平径向模糊的力度;Edge bias是对于模糊中边缘的处理方案,Bokeh是焦距外背景虚化,其中highlights类似加上bloom的高光,threshold就是这个调节阈值(从多少亮度开始定义为可高光区),Fringe是红绿蓝三色散效果。
Q:残肢是什么?(技术)A:残肢指代MI中的部分肢体(body part),在MB的开发尚不完善的时代里很多动画师利用MI的残肢做出多段精巧的弯曲。

Q:MI怎么加MOD,怎么加光影?(通识)
A:MI是一个独立的动画制作器,不支持以MC游戏为平台开发的MOD/光影;2021年11月13日,亢体宣布一个历史性时刻,使用他制作的脚本,部分mc mod模型可以导入mi了。
Q:模型怎么加几何体?(通识)A:推荐在MI中添加球体、圆锥、圆柱等几何体;MB制作模型时候只能输入平面或长方体,不过您依然可以利用旋转和弯曲来制作类似的形状。

Q:MB中如何使用128*128皮肤?(技术)
A:创建好人物预设模板,打开TEXTURE子菜单更改Scale为2。
Q:可以在MI新培ghs吗?(通识)A:中华人民共和国刑法(2015修正)第三百六十二条 包庇罪 旅馆业、饮食服务业、文化娱乐业、出租汽车业等单位的人员,在公安机关查处卖淫、嫖娼活动时,为违法犯罪分子通风报信,情节严重的,依照本法第三百一十条的规定(明知是犯罪的人而为其提供隐藏处所、财物,帮助其逃匿或者作假证明包庇的,处三年以下有期徒刑、拘役或者管制;情节严重的,处三年以上十年以下有期徒刑。犯前款罪,事前通谋的,以共同犯罪论处)定罪处罚。
第三百六十三条 制作、复制、出版、贩卖、传播淫秽物品牟利罪 以牟利为目的,制作、复制、出版、贩卖、传播淫秽物品的,处三年以下有期徒刑、拘役或者管制,并处罚金;情节严重的,处三年以上十年以下有期徒刑,并处罚金;情节特别严重的,处十年以上有期徒刑或者无期徒刑,并处罚金或者没收财产。为他人提供书号,出版淫秽书刊的,处三年以下有期徒刑、拘役或者管制,并处或者单处罚金;明知他人用于出版淫秽书刊而提供书号的,依照前款的规定处罚。
第三百六十四条 传播淫秽物品罪 传播淫秽的书刊、影片、音像、图片或者其他淫秽物品,情节严重的,处二年以下有期徒刑、拘役或者管制。组织播放淫秽的电影、录像等音像制品的,处三年以下有期徒刑、拘役或者管制,并处罚金;情节严重的,处三年以上十年以下有期徒刑,并处罚金。制作、复制淫秽的电影、录像等音像制品组织播放的,依照第二款的规定从重处罚。向不满十八周岁的未成年人传播淫秽物品的,从重处罚。
第三百六十五条 组织淫秽表演罪 组织进行淫秽表演的,处三年以下有期徒刑、拘役或者管制,并处罚金;情节严重的,处三年以上十年以下有期徒刑,并处罚金。
第三百六十六条 单位犯本节规定之罪的处罚 单位犯本节第三百六十三条、第三百六十四条、第三百六十五条规定之罪的,对单位判处罚金,并对其直接负责的主管人员和其他直接责任人员,依照各该条的规定处罚。
第三百六十七条 淫秽物品的范围 本法所称淫秽物品,是指具体描绘性行为或者露骨宣扬色情的诲淫性的书刊、影片、录像带、录音带、图片及其他淫秽物品。有关人体生理、医学知识的科学著作不是淫秽物品。包含有色情内容的有艺术价值的文学、艺术作品不视为淫秽物品。

Q:我可以不劳而获甚至人身攻击吗?(通识)A:《治安管理处罚法》第三章 违反治安管理的行为和处罚
第四十一条 胁迫、诱骗或者利用他人乞讨的,处十日以上十五日以下拘留,可以并处一千元以下罚款。反复纠缠、强行讨要或者以其他滋扰他人的方式乞讨的,处五日以下拘留或者警告。
第四十二条 有下列行为之一的,处五日以下拘留或者五百元以下罚款;情节较重的,处五日以上十日以下拘留,可以并处五百元以下罚款: (一)写恐吓信或者以其他方法威胁他人人身安全的; (二)公然侮辱他人或者捏造事实诽谤他人的; (三)捏造事实诬告陷害他人,企图使他人受到刑事追究或者受到治安管理处罚的; (四)对证人及其近亲属进行威胁、侮辱、殴打或者打击报复的; (五)多次发送淫秽、侮辱、恐吓或者其他信息,干扰他人正常生活的; (六)偷窥、偷拍、窃听、散布他人隐私的。

Q:我存档崩溃,打不开了。(技术)A:打开MI后选择“Open project”打开项目浏览,右下角项目类别改为"Mine-imator projects backup",这时您可以启动那些系统自动备份的项目文件减少损失;此外,您应当牢记随时Ctrl+S保存。

Q:Glow是什么?(技术)A:Glow可以译为辉光效果,它在120版本中正式成为MI软件的一部分,于125版本中得到进一步的质量提升。该功能主要由两个内容组成,一个是全局设定内的,另一个是对象属性内的:首先全局设定里两个子分支,一个是辉光效果本身,另一个是辉光随着距离增大递减的效果,半径即辉光影响的效果半径,半径越大辉光距离光点延伸而出的光线半径越长,强度就是光线强度本身;物体对象属性方面,想要调整该物体的自身辉光情况,首先在选中对象情况下打开glow,让它具有辉光可执行性,随后进入右边菜单作帧调试,可以看到color中已经出现了glow color,改变glow color,发光颜色就是该颜色本身,发光强度即是颜色的亮度。

Q:mi1.2.6版本无法导入1.16及以上alpha、beta版?(通识)A:2020年1月12日MI126版本更新,当时MC的版本为1.15,在那之后NIMI未对MI进行数据兼容性的更新,因此不兼容更高等级的MC内容物,不过127版本已经能接纳1.16的资料了。

Q:老模型导入新版MB出了问题?(通识)A:2020年1月13日MB101版本更新,对于旧版本的弯曲算法进行了质的更改,尤其是3Dsurface的弯曲计算方案规范化,弯曲极限也改成了±180°。

Q:怎么让人物有碰撞箱?(通识)A:MI除了粒子可允许非常有限的碰撞箱效果,不存在更多的物理引擎,其他用户所做出的物理效果基本是通过帧配置模拟出来的。


Q:我不知道自己动了什么,我的物体没有坐标轴旋转轴了/没有阴影了/没有粒子了!(技术)A:MI工作主窗口右上角的五个小图标依次是高亮操作提示符,显示灯光和雾,显示粒子,显示三分线,对应宽高比。

Q:前期前后景深是怎么做到的?(技术)A:目标是在近处和远处都体现模糊,因此首先要在相机depth of field中设定depth到你的焦点,range就是清晰的半径,fade size是清晰到模糊的衰减半径,那么只要保证在焦点处清晰,但是到镜头附近前又再次模糊就行,即:range+fade size≤depth of field。

Q:我的材质崩溃怎么办?(技术)A:对于重启不能解决的现象,前往自己电脑C:\Users\用户名\AppData\Roaming,(有资源修改的需要预先备份,)之后将Mine_imator文件夹删除,下载安装包重新安装MI。

Q:为什么我的时间轴在倒放?我无法点选关键帧了!(技术)A:目前偶尔会观测到的异常情况,据说有人重新启动软件后解决了问题。

Q:我可以用IOS系统画材质贴图吗?(技术)A:听起来不是一个好主意。

Q:我可以传播虚假或有害的信息或技术吗?(通识)A:中华人民共和国刑法(2015修正)
第二百九十一条之一 投放虚假危险物质罪 投放虚假的爆炸性、毒害性、放射性、传染病病原体等物质,或者编造爆炸威胁、生化威胁、放射威胁等恐怖信息,或者明知是编造的恐怖信息而故意传播,严重扰乱社会秩序的,处五年以下有期徒刑、拘役或者管制;造成严重后果的,处五年以上有期徒刑。 编造虚假的险情、疫情、灾情、警情,在信息网络或者其他媒体上传播,或者明知是上述虚假信息,故意在信息网络或者其他媒体上传播,严重扰乱社会秩序的,处三年以下有期徒刑、拘役或者管制;造成严重后果的,处三年以上七年以下有期徒刑。

Q:MI动作曲线是什么曲线?(技术)A:MI时间轴上右键出现的曲线是值曲线,即s-t曲线(纵轴为路程,横轴为时间)。

Q:为什么我的角色动作不自然/姿态僵硬?(技术)A:请参考迪士尼十二条动画经典法则;看不懂左边的英文文章?我在这里找到了近似的中文内容。

Q:我的MI里为什么字体这么小?(通识)A:首先确认您显示器倍率是否为100%或者125%,其次可以通过安转一个更加适合MI使用的新字体来改善观感,如果字体还是显得很小可以右键“Mine-imator.exe”打开属性,在兼容性子菜单中检查“更改高DPI设置”是否有被修改过,可以尝试勾选“替代高DPI缩放行为”并且在缩放执行内切换选项并且重启软件,直到观感满意为止。

Q:为什么我的大小无法调到负值?(技术)A:Mineimator暂时并不鼓励用户使用负值,因为很容易造成一些不稳定的情况,不过我们依然可以在设置中打开“允许无限制数值”并且把数值强行拉到负值。


Q:我想让3D平面跟随Cube弯曲,为什么他们的弯曲中心总是对不齐?(技术)A:这个结果的原因有很多,一方面可能是两个对象的position位置中心没有对齐,另一方面可能是两个对象的scale大小比率有差异,还可能是你的3D平面在旋转之后很难和cube的弯曲中心对齐了。此问题有多种办法解决:一种是新增部件,让新部件分别控制3D屏幕部分的弯曲;另一种则是新画一个cube形态的材质,安置好后在原位置复制黏贴,给副本一个invert属性即可。效果如图:一个中央有透明的材质data:image/png;base64,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,直接放置时候的效果data:image/png;base64,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,复制一份后给予invert属性的cube相反的所有面都被完整覆盖data:image/png;base64,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,该问题也就解决了。


战艺指挥所驻坛议事会

_MINE.Crat- 发表于 2020-8-17 20:47:24

旧版MI的.json格式模型导入可显示,新MI不能正常显示
页: [1]
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