From 7f89ca484751d5204e14a9a32860877dfa749439 Mon Sep 17 00:00:00 2001 From: mitsuaki1987 Date: Thu, 21 Apr 2016 17:08:48 +0900 Subject: [PATCH] Add example for bxsf2frmsf --- doc/manual_right_en.html | 120 +- doc/manual_right_ja.html | 129 +- examples/pb.bxsf | 2480 ++++++++++++++++++++++++++++++++++++++ src/Makefile | 2 +- src/bxsf2frmsf.c | 122 +- src/fermisurfer.c | 83 +- 6 files changed, 2822 insertions(+), 114 deletions(-) create mode 100644 examples/pb.bxsf diff --git a/doc/manual_right_en.html b/doc/manual_right_en.html index c97d74f..a136413 100644 --- a/doc/manual_right_en.html +++ b/doc/manual_right_en.html @@ -18,7 +18,7 @@

Manual for FermiSurfer

-

Version 1.5

+

Version 1.6

Mitsuaki Kawamura

@@ -54,11 +54,14 @@

1, Introduction

3, Files in this package

-

bin/fermisurfer.exe : Executable for Windows

+

bin/fermisurfer.exe : Executable for Windows (Main program)

+

bin/bxsf2frmsf.exe : Executable for Windows (Utility to convert file)

doc/manual_en.pdf : Manual (English)

doc/manual_ja.pdf : Manual (Japanese)

-

examples/mgb2_vfz.frmsf : Sample input file

-

src/fermisurfer.c : Source file

+

examples/mgb2_vfz.frmsf : Sample input file for fermisurfer

+

examples/pb.bxsf : Sample input file for bxsf2frmsf

+

src/fermisurfer.c : Source file (Main program)

+

src/bxsf2frmsf.c : Source file (Utility to convert file)

src/Makefile : Makefile for Linux & Mac OSX

@@ -109,7 +112,9 @@

1, Introduction

4.3, Installation in Windows

-

Use an executable bin/fermisurfer.exe

+

Use an executable bin/fermisurfer.exe . + You can also compile fermisurfer manually + by using freeglut library.

5, Input file

@@ -123,9 +128,6 @@

1, Introduction

  • The orbital energy at each band and $k$ (We call it "energy") .

  • Variables that you want to plot with color (We call it "matrix elements").

    • -

    This program supports two kind of uniform $k$ grid, - a grid (${\rm \Gamma}$ centered) and grid with a half-grid shift. - The latter is used when the matrix element becomes singular at ${\rm \Gamma}$.

    The input file is as follows (mgb2_vfz.fs):

    
 40          40          36        (1)
@@ -154,18 +156,84 @@ 
    1, Introduction
    
 -10.315671
      -

    1. The $k$ point grid

      2. -

    2. 0 for ${\rm \Gamma}$ centered grid. 1 for shifted grid.

      3. +

    3. The number of $k$ in each direction

      4. +

    4. Switch to specify type of $k$ grid (Choose from 0, 1, 2)

      +

      $k$ grid is represented as follows:

      +

      $$\begin{aligned} + {\boldsymbol k}_{i,j,k} = + x_i {\boldsymbol b}_1 + +y_j {\boldsymbol b}_2 + +z_k {\boldsymbol b}_3, + \end{aligned}$$

      + where $i, j, k = 1 \cdots N_1, 1 \cdots N_2, 1 \cdots N_3$, + and $N_1, N_2, N_3$ are the number of $k$ in each direction. +

      $x_i, y_j,z_k$ can be chosen from below:

      +
        +

      • 0 (Monkhorst-Pack grid) : + $x_i = \frac{2 i - 1 - N_1}{2 N_1}$

        +
        • +

      • 1 : + $x_i = \frac{i - 1}{N_1}$

        +
        • +

      • 2 : + $x_i = \frac{2 i - 1}{2 N_1}$

        +
        • +
      +

    5. The number of bands

    6. Reciprocal lattice vector 1 (arbitrary unit)

    7. Reciprocal lattice vector 2

    8. Reciprocal lattice vector 3

      9. -

    9. Energy

      10. -

    10. Matrix elements

      11. +

    11. Energy

      +

      fermisurfer assume that the Fermi energy is 0.0 + in the default. + You can shift the Fermi energy by using + Shift Fermi Energy menu described at the section 6.5.

      12. +

    12. Matrix elements

      +

      If you have no quantity to plot on Fermi surfaces, + please use Unicolor switch in + Color scale mode menu described at section 6.7. + In that case, although this "Matrix elements" + is not used by fermisurfer, + please fill them with arbitrary numbers.

      +
    +

    5.2, Converting bxsf file

    + +

    + You can generate input files for fermisurfer from + an input file for XCrysDen (the bxsf format) + by using the utility program bxsf2frmsf. +

    +

    使い方は次のとおりです.examples/ディレクトリにあるpb.bxsf + ファイルを例として使います.

    + +

    5.2.1, For Linuxの場合

    + +

    You can launch generated executable as follows:

    + 
    
+$ bxsf2frmsf pb.bxsf
+
    +

    You need a space between the command and input-file name. + After it finishes, the following files are generated:

    + + +

    5.2.2, For Windows

    + +

    Click mouse right button on the input file. + Choose "Open With ..." menu, then choose bxsf2frmsf.exe.

    +

    - 5.2, How to produce the input file in C and fortran programs

    + 5.3, How to produce the input file in C and fortran programs

    fortran

    
@@ -216,19 +284,19 @@ 
    1, Introduction
    
 
   FILE* fo;
   int ibnd, ik1, ik2, ik3;
-
-  fo = fopen("sample.fs", "w");
-  ierr = fprintf(fo, "%d %d %d", nk1, nk2, nk3);
-  ierr = fprintf(fo, "%d, iswitch);
-  ierr = fprintf(fo, "%d, nbnd);
-  ierr = fprintf(fp, "%e %e %e", bvec1[0], bvec1[1], bvec1[2]); 
-  ierr = fprintf(fp, "%e %e %e", bvec2[0], bvec2[1], bvec2[2]);
-  ierr = fprintf(fp, "%e %e %e", bvec3[0], bvec3[1], bvec3[2]);
+  
+  fo = fopen(“sample.frmsf”, “w”);
+  ierr = fprintf(fo, "%d %d %d\n", nk1, nk2, nk3);
+  ierr = fprintf(fo, "%d\n", iswitch);
+  ierr = fprintf(fo, "%d\n", nbnd);
+  ierr = fprintf(fo, "%e %e %e\n", bvec1[0], bvec1[1], bvec1[2]); 
+  ierr = fprintf(fo, "%e %e %e\n", bvec2[0], bvec2[1], bvec2[2]);
+  ierr = fprintf(fo, "%e %e %e\n", bvec3[0], bvec3[1], bvec3[2]);
   for (ibnd = 0; ibnd < nbnd; ++ibnd) {  
      for (ik1 = 0; ik1 < nk1; ++ik1) { 
         for (ik2 = 0; ik2 < nk2; ++ik2) { 
            for (ik3 = 0; ik3 < nk3; ++ik3) { 
-              ierr = fprintf(fo, "%e", eig[ibnd][ik1][ik2][ik3]); 
+              ierr = fprintf(fo, "%e\n", eig[ibnd][ik1][ik2][ik3]); 
            } 
         } 
      } 
@@ -237,7 +305,7 @@ 
    1, Introduction
    
      for (ik1 = 0; ik1 < nk1; ++ik1) { 
         for (ik2 = 0; ik2 < nk2; ++ik2) { 
            for (ik3 = 0; ik3 < nk3; ++ik3) { 
-              ierr = fprintf(fo, "%e", x[ibnd][ik1][ik2][ik3]); 
+              ierr = fprintf(fo, "%e\n", x[ibnd][ik1][ik2][ik3]); 
            } 
         } 
      } 
@@ -427,6 +495,12 @@ 
    1, Introduction
    
 
     
    This finishes fermisurfer.
    
 
+    
    6.14, Saving images
    
+
+    
    fermisurfer does not have any functions to
+      save images to a file.
+      Please use the screenshot on your PC.
    
+
     
    7, Gallery
    
 
     
    Contributions of each Fermi surfaces to the Hall effect in IrO$_2$ 
diff --git a/doc/manual_right_ja.html b/doc/manual_right_ja.html
index adeb3b1..3a14748 100644
--- a/doc/manual_right_ja.html
+++ b/doc/manual_right_ja.html
@@ -18,7 +18,7 @@
   
 
     
    FermiSurferマニュアル
    
-    
    バージョン1.5
    
+    
    バージョン1.6
    
     
    河村光晶
    
 
     
    1, はじめに
    
@@ -53,11 +53,14 @@
     
    3, このパッケージに含まれているファイル
    
 
     
    
-      
    bin/fermisurfer.exe : Windows用実行ファイル
    
+      
    bin/fermisurfer.exe : Windows用実行ファイル(本体)
    
+      
    bin/bxsf2frmsf.exe : Windows用実行ファイル(ファイル変換用ユーティリティ)
    
       
    doc/manual_en.pdf : マニュアル(英語)
    
       
    doc/manual_ja.pdf : マニュアル(日本語)
    
       
    examples/mgb2_vfz.frmsf : サンプル入力ファイル
    
-      
    src/fermisurfer.c : ソースファイル
    
+      
    examples/pb.bxsf : サンプル入力ファイル
    
+      
    src/fermisurfer.c : ソースファイル(本体)
    
+      
    src/bxsf2frmsf.c : ソースファイル(ファイル変換用ユーティリティ)
    
       
    src/Makefile : Makefile
    
     
    
     
@@ -82,12 +85,13 @@
       
  • メイク
    
         
      
 $ cd ./src
-$ make fermisurfer
+$ make all
 $ make install
         
    
       
    • 
     
-    
    以上で実行可能ファイル fermisurfer が作られ, 
+    
    以上で実行可能ファイル fermisurferおよび
+      bxsf2frmsf が作られ, 
       /usr/local/bin/にコピーされます.
    
     
     
    4.2, Mac OSX の場合
    
@@ -107,16 +111,17 @@
    -

    以上で実行可能ファイル fermisurfer が作られ, +

    以上で実行可能ファイル fermisurfer および + bxsf2frmsfが作られ, /usr/local/bin/にコピーされます.

    4.3, Windowsの場合

    -

    実行可能ファイルbin/fermisurfer.exeを直接実行します.

    +

    実行可能ファイルbin/fermisurfer.exeを直接実行します. + freeglutライブラリをダウンロードして自分でコンパイルすることも可能です.

    5, Input file

     -

    5.1, input fileの書式

    用意するデータは,

    @@ -130,13 +135,6 @@ $k$グリッド点での値

    です.

    -

    ※ $k$グリッドの取り方 - $k$点の取り方として, - ${\rm \Gamma}$点を含むグリッドと, - ${\rm \Gamma}$点から半グリッド分だけずらしたグリッド - の二つに対応しています. - 後者はプロットしたい物理量が${\rm \Gamma}$点で特異的になっている - 場合等に使われる事を想定しています.

    上記データを次のとおりの書式で並べます(サンプルファイル mgb2_vfz.frmsfの中身).

    
@@ -167,17 +165,85 @@

    1. $k$グリッド数

      2. -

    2. ${\rm \Gamma}$点を含むグリッド - (含まないグリッドでは1とする)

      3. +

    3. $k$グリッドの指定方法(0, 1, 2のいずれか)

      +

      $k$グリッドを次のように表します.

      +

      $$\begin{aligned} + {\boldsymbol k}_{i,j,k} = + x_i {\boldsymbol b}_1 + +y_j {\boldsymbol b}_2 + +z_k {\boldsymbol b}_3 + \end{aligned}$$

      + ただし$i, j, k$は$1$から各逆格子ベクトル方向の分割数$N_1, N_2, N_3$ + (上で読み取ったもの)とする +

      $x_i, y_j,z_k$は次の3つのとり方が可能です.

      +
        +

      • 0の場合(Monkhorst-Packグリッド) : + $x_i = \frac{2 i - 1 - N_1}{2 N_1}$

        +
        • +

      • 1の場合 : + $x_i = \frac{i - 1}{N_1}$

        +
        • +

      • 2の場合 : + $x_i = \frac{2 i - 1}{2 N_1}$

        +
        • +
      +

    4. バンド本数

    5. 逆格子ベクトル1 (任意単位)

    6. 逆格子ベクトル2

    7. 逆格子ベクトル3

      8. -

    8. エネルギー (並び順は下記参照)

      9. -

    9. 物理量 (並び順は下記参照)

      10. +

    10. エネルギー (並び順は5.3節参照)

      +

      fermisurferはデフォルトではFermiエネルギーを + 0.0としています. + ただし, 後述のShift Fermi Energyメニューを用いて + Fermiエネルギーを0.0以外の値に変更することも可能です.

      11. +

    11. 物理量 (並び順は5.3節参照)

      +

      特にカラープロットをしたい量が無く, Fermi面の描画のみを行いたい場合には, + 後述のColor scale modeメニューから + Unicolorを選択してください. + その際, この"物理量"は利用されることはありませんが, + ファイルの読み込みを完了させるために何らかの数字で埋めてください + (すべて1.0とするなど).

      +
    + +

    5.2, BXSF形式からの変換

    -

    5.2, C/fortranでの入力ファイルの書き出し方

    +

    + 付属のユーティリティーbxsf2frmsfを使うと + XCrysDen用の入力ファイルからfermisurferで読み取り可能な入力ファイルが + 作られます. + また, そのときにFermi面上にカラープロットされるFermi速度が, + エネルギーバンドから計算されます. +

    +

    使い方は次のとおりです.examples/ディレクトリにあるpb.bxsf + ファイルを例として使います.

    + +

    5.2.1, Linuxの場合

    + +

    作成した実行可能ファイルbxsf2frmsfにパスが通っている状態で

    + 
    
+$ bxsf2frmsf pb.bxsf
+
    +

    とコマンド, スペース, 入力ファイル名とタイプします. + その後, 次のファイルが生成されます.

    + + +

    5.2.2, Windowsの場合

    + +

    入力ファイル(この場合はpb.bxsf)を右クリックし, + メニューから「プログラムから開く」を選択し, + 実行ファイルをbxsf2frmsf.exeに設定してください.

    + +

    5.3, C/fortranでの入力ファイルの書き出し方

    ・fortran

    
@@ -230,17 +296,17 @@
   int ibnd, ik1, ik2, ik3;
   
   fo = fopen(“sample.frmsf”, “w”);
-  ierr = fprintf(fo, "%d %d %d", nk1, nk2, nk3);
-  ierr = fprintf(fo, "%d, iswitch);
-  ierr = fprintf(fo, "%d, nbnd);
-  ierr = fprintf(fp, "%e %e %e", bvec1[0], bvec1[1], bvec1[2]); 
-  ierr = fprintf(fp, "%e %e %e", bvec2[0], bvec2[1], bvec2[2]);
-  ierr = fprintf(fp, "%e %e %e", bvec3[0], bvec3[1], bvec3[2]);
+  ierr = fprintf(fo, "%d %d %d\n", nk1, nk2, nk3);
+  ierr = fprintf(fo, "%d\n", iswitch);
+  ierr = fprintf(fo, "%d\n", nbnd);
+  ierr = fprintf(fo, "%e %e %e\n", bvec1[0], bvec1[1], bvec1[2]); 
+  ierr = fprintf(fo, "%e %e %e\n", bvec2[0], bvec2[1], bvec2[2]);
+  ierr = fprintf(fo, "%e %e %e\n", bvec3[0], bvec3[1], bvec3[2]);
   for (ibnd = 0; ibnd < nbnd; ++ibnd) {  
      for (ik1 = 0; ik1 < nk1; ++ik1) { 
         for (ik2 = 0; ik2 < nk2; ++ik2) { 
            for (ik3 = 0; ik3 < nk3; ++ik3) { 
-              ierr = fprintf(fo, "%e", eig[ibnd][ik1][ik2][ik3]); 
+              ierr = fprintf(fo, "%e\n", eig[ibnd][ik1][ik2][ik3]); 
            } 
         } 
      } 
@@ -249,7 +315,7 @@
      for (ik1 = 0; ik1 < nk1; ++ik1) { 
         for (ik2 = 0; ik2 < nk2; ++ik2) { 
            for (ik3 = 0; ik3 < nk3; ++ik3) { 
-              ierr = fprintf(fo, "%e", x[ibnd][ik1][ik2][ik3]); 
+              ierr = fprintf(fo, "%e\n", x[ibnd][ik1][ik2][ik3]); 
            } 
         } 
      } 
@@ -463,6 +529,13 @@
 
     
    Fermi Surferを終了します.
    
     
+    
    6.14, 画像の保存方法
    
+
+    
    fermisurferには画像をファイル出力する機能はありません.
+    お使いのPCにあった方法でスクリーンショットを取得して
+      (Printscreenキーを押すなど)
+    ペイントブラシやgimpで編集して画像を作成してください.
    
+
     
    7, ギャラリー
    
 
     
    IrO$_2$のHall係数に対するFermi面上の各軌道からの寄与 (図10). 
diff --git a/examples/pb.bxsf b/examples/pb.bxsf
new file mode 100644
index 0000000..6ca222f
--- /dev/null
+++ b/examples/pb.bxsf
@@ -0,0 +1,2480 @@
+ BEGIN_INFO
+   #
+   # this is a Band-XCRYSDEN-Structure-File
+   # aimed at Visualization of Fermi Surface
+   #
+   # Case:   pb_fs.bxsf
+   #
+ Fermi Energy:         11.3103
+ END_INFO
+ BEGIN_BLOCK_BANDGRID_3D
+ band_energies
+ BANDGRID_3D_BANDS
+    3
+   17   17   17
+  0.000000  0.000000  0.000000
+ -1.000000 -1.000000  1.000000
+  1.000000  1.000000  1.000000
+ -1.000000  1.000000 -1.000000
+BAND:   7
+   18.7413   17.7789   15.9214   13.9421   12.0347   10.2736
+    8.7269    7.5322    7.0303    7.5322    8.7269   10.2736
+   12.0347   13.9421   15.9214   17.7789   18.7413   17.7789
+   18.0634   16.5352   14.6084   12.6900   10.8887    9.2724
+    7.9461    7.1692    7.3413    8.3471    9.7878   11.4721
+   13.3134   15.2239   16.9258   17.7789   15.9214   16.5352
+   16.7234   15.2096   13.3733   11.5838    9.9401    8.5356
+    7.5637    7.4061    8.1644    9.4570   11.0196   12.7043
+   14.2446   15.2239   15.9214   13.9421   14.6084   15.2096
+   15.1996   13.8673   12.2303   10.6414    9.2283    8.1523
+    7.7305    8.2048    9.2975   10.6504   11.9031   12.7043
+   13.3134   13.9421   12.0347   12.6900   13.3733   13.8673
+   13.5551   12.4347   11.1171    9.8493    8.8077    8.2600
+    8.4836    9.3127   10.1824   10.6504   11.0196   11.4721
+   12.0347   10.2736   10.8887   11.5838   12.2303   12.4347
+   11.8303   10.8831    9.9393    9.1633    8.7629    8.9617
+    9.4039    9.3127    9.2975    9.4570    9.7878   10.2736
+    8.7269    9.2724    9.9401   10.6414   11.1171   10.8831
+   10.1357    9.3613    8.7937    8.6294    8.9692    8.9617
+    8.4836    8.2048    8.1644    8.3471    8.7269    7.5322
+    7.9461    8.5356    9.2283    9.8493    9.9393    9.3613
+    8.6726    8.2241    8.2273    8.6294    8.7629    8.2600
+    7.7305    7.4061    7.3413    7.5322    7.0303    7.1692
+    7.5637    8.1523    8.8077    9.1633    8.7937    8.2241
+    7.9739    8.2241    8.7937    9.1633    8.8077    8.1523
+    7.5637    7.1692    7.0303    7.5322    7.3413    7.4061
+    7.7305    8.2600    8.7629    8.6294    8.2273    8.2241
+    8.6726    9.3613    9.9393    9.8493    9.2283    8.5356
+    7.9461    7.5322    8.7269    8.3471    8.1644    8.2048
+    8.4836    8.9617    8.9692    8.6294    8.7937    9.3613
+   10.1357   10.8831   11.1171   10.6414    9.9401    9.2724
+    8.7269   10.2736    9.7878    9.4570    9.2975    9.3127
+    9.4039    8.9617    8.7629    9.1633    9.9393   10.8831
+   11.8303   12.4347   12.2303   11.5838   10.8887   10.2736
+   12.0347   11.4721   11.0196   10.6504   10.1824    9.3127
+    8.4836    8.2600    8.8077    9.8493   11.1171   12.4347
+   13.5551   13.8673   13.3733   12.6900   12.0347   13.9421
+   13.3134   12.7043   11.9031   10.6504    9.2975    8.2048
+    7.7305    8.1523    9.2283   10.6414   12.2303   13.8673
+   15.1996   15.2096   14.6084   13.9421   15.9214   15.2239
+   14.2446   12.7043   11.0196    9.4570    8.1644    7.4061
+    7.5637    8.5356    9.9401   11.5838   13.3733   15.2096
+   16.7234   16.5352   15.9214   17.7789   16.9258   15.2239
+   13.3134   11.4721    9.7878    8.3471    7.3413    7.1692
+    7.9461    9.2724   10.8887   12.6900   14.6084   16.5352
+   18.0634   17.7789   18.7413   17.7789   15.9214   13.9421
+   12.0347   10.2736    8.7269    7.5322    7.0303    7.5322
+    8.7269   10.2736   12.0347   13.9421   15.9214   17.7789
+   18.7413   17.7789   18.0634   16.5352   14.6084   12.6900
+   10.8887    9.2724    7.9461    7.1692    7.3413    8.3471
+    9.7878   11.4721   13.3134   15.2239   16.9258   17.7789
+   18.0634   17.7789   16.9258   15.2239   13.3134   11.4721
+    9.7878    8.3471    7.3413    7.1692    7.9461    9.2724
+   10.8887   12.6900   14.6084   16.5352   18.0634   16.5352
+   16.9258   16.5352   15.5800   13.9367   12.1341   10.4264
+    8.9169    7.7532    7.2680    7.7532    8.9169   10.4264
+   12.1341   13.9367   15.5800   16.5352   14.6084   15.2239
+   15.5800   15.2096   14.2596   12.7507   11.1148    9.5975
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+   16.2561   15.2741   14.8361   14.0840   13.3736   12.8821
+   12.7044   12.8821   13.3736   14.0840   14.8361   15.2741
+   16.2561   17.4256   18.0220   17.3856   16.7995   15.7169
+   14.8361   14.6065   13.9505   12.9423   12.1707   11.9808
+   12.2700   12.8821   13.7295   14.6574   15.2503   15.7855
+   16.7990   17.3856   16.7281   16.1187   15.0240   14.0840
+   13.9505   14.1460   13.5050   12.4420   11.7178   11.9808
+   12.7044   13.6854   14.7402   15.3909   15.5165   16.2241
+   16.7281   16.1478   15.5116   14.3974   13.3736   12.9423
+   13.5050   13.9113   13.3654   12.4420   12.1707   12.8821
+   13.9293   15.0386   15.6938   15.5234   15.7793   16.1478
+   15.6938   15.0386   13.9293   12.8821   12.1707   12.4420
+   13.3654   13.9113   13.5050   12.9423   13.3736   14.3974
+   15.5116   16.1478   15.7793   15.5234   15.6938   15.3909
+   14.7402   13.6854   12.7044   11.9808   11.7178   12.4420
+   13.5050   14.1460   13.9505   14.0840   15.0240   16.1187
+   16.7281   16.2241   15.5165   15.3909   15.2503   14.6574
+   13.7295   12.8821   12.2700   11.9808   12.1707   12.9423
+   13.9505   14.6065   14.8361   15.7169   16.7995   17.3856
+   16.7990   15.7855   15.2503   15.2741   14.8361   14.0840
+   13.3736   12.8821   12.7044   12.8821   13.3736   14.0840
+   14.8361   15.2741   16.2561   17.4256   18.0220   17.4256
+   16.2561   15.2741   15.4572   15.2629   14.6690   14.0840
+   13.7295   13.6854   13.9293   14.3974   15.0240   15.7169
+   16.2561   16.3405   17.7178   18.4498   17.9556   16.7736
+   15.4572   15.8877   15.7264   15.2629   14.8361   14.6574
+   14.7402   15.0386   15.5116   16.1187   16.7995   17.4256
+   17.7178   17.6574   18.4517   18.1294   17.1061   15.8877
+   16.2508   15.8877   15.4572   15.2741   15.2503   15.3909
+   15.6938   16.1478   16.7281   17.3856   18.0220   18.4498
+   18.4517   18.0439   18.0255   17.1621   16.2508   17.1621
+   17.1061   16.7736   16.2561   15.7855   15.5165   15.5234
+   15.7793   16.2241   16.7990   17.4256   17.9556   18.1294
+   18.0255   18.7408   18.2979   17.1621   18.0255   18.1294
+   17.9556   17.4256   16.7990   16.2241   15.7793   15.5234
+   15.5165   15.7855   16.2561   16.7736   17.1061   17.1621
+   18.2979   18.7408   18.0255   18.0439   18.4517   18.4498
+   18.0220   17.3856   16.7281   16.1478   15.6938   15.3909
+   15.2503   15.2741   15.4572   15.8877   16.2508   17.1621
+   18.0255   18.0439   18.3834   18.7408   18.7736   18.4498
+   17.9148   17.3307   16.7989   16.3747   16.0866   15.9474
+   15.9593   16.3405   16.8288   17.1621   17.3166   18.2592
+   18.3834   18.7408   18.0255   18.1294   17.9556   17.4256
+   16.7990   16.2241   15.7793   15.5234   15.5165   15.7855
+   16.2561   16.7736   17.1061   17.1621   18.2979   18.7408
+   18.7736   18.1294   16.8288   16.7736   16.3470   15.7169
+   15.1365   14.7293   14.5807   14.7293   15.1365   15.7169
+   16.3470   16.7736   16.8288   18.1294   18.7736   18.4498
+   17.9556   16.7736   15.4572   15.2629   14.6690   14.0840
+   13.7295   13.6854   13.9293   14.3974   15.0240   15.7169
+   16.2561   16.3405   17.7178   18.4498   17.9148   17.4256
+   16.3470   15.2629   14.6658   14.0835   13.3184   12.9423
+   12.9630   13.2528   13.7468   14.3974   15.1365   15.7855
+   15.9593   17.2207   17.9148   17.3307   16.7990   15.7169
+   14.6690   14.0835   14.0758   13.4170   12.4986   12.4420
+   12.7458   13.2528   13.9293   14.7293   15.5165   15.9474
+   16.7532   17.3307   16.7989   16.2241   15.1365   14.0840
+   13.3184   13.4170   13.7123   13.1206   12.2341   12.4420
+   12.9630   13.6854   14.5807   15.5234   16.0866   16.4084
+   16.7989   16.3747   15.7793   14.7293   13.7295   12.9423
+   12.4986   13.1206   13.5895   13.1206   12.4986   12.9423
+   13.7295   14.7293   15.7793   16.3747   16.2769   16.3747
+   16.0866   15.5234   14.5807   13.6854   12.9630   12.4420
+   12.2341   13.1206   13.7123   13.4170   13.3184   14.0840
+   15.1365   16.2241   16.7989   16.4084   16.0866   15.9474
+   15.5165   14.7293   13.9293   13.2528   12.7458   12.4420
+   12.4986   13.4170   14.0758   14.0835   14.6690   15.7169
+   16.7990   17.3307   16.7532   15.9474   15.9593   15.7855
+   15.1365   14.3974   13.7468   13.2528   12.9630   12.9423
+   13.3184   14.0835   14.6658   15.2629   16.3470   17.4256
+   17.9148   17.2207   15.9593   16.3405   16.2561   15.7169
+   15.0240   14.3974   13.9293   13.6854   13.7295   14.0840
+   14.6690   15.2629   15.4572   16.7736   17.9556   18.4498
+   17.7178   16.3405   16.8288   16.7736   16.3470   15.7169
+   15.1365   14.7293   14.5807   14.7293   15.1365   15.7169
+   16.3470   16.7736   16.8288   18.1294   18.7736   18.1294
+   16.8288   17.1621   17.1061   16.7736   16.2561   15.7855
+   15.5165   15.5234   15.7793   16.2241   16.7990   17.4256
+   17.9556   18.1294   18.0255   18.7408   18.2979   17.1621
+   17.3166   17.1621   16.8288   16.3405   15.9593   15.9474
+   16.0866   16.3747   16.7989   17.3307   17.9148   18.4498
+   18.7736   18.7408   18.3834   18.2592   17.3166   18.2592
+   18.2979   18.1294   17.7178   17.2207   16.7532   16.4084
+   16.2769   16.4084   16.7532   17.2207   17.7178   18.1294
+   18.2979   18.2592   18.8148   18.2592   18.3834   18.7408
+   18.7736   18.4498   17.9148   17.3307   16.7989   16.3747
+   16.0866   15.9474   15.9593   16.3405   16.8288   17.1621
+   17.3166   18.2592   18.3834   18.6421   18.8148   18.7408
+   18.4517   18.0407   17.5989   17.1947   16.8745   16.6667
+   16.5853   16.8493   17.2481   17.6574   18.0255   18.2592
+   18.2903   18.6421   18.8148   18.2592   18.2979   18.1294
+   17.7178   17.2207   16.7532   16.4084   16.2769   16.4084
+   16.7532   17.2207   17.7178   18.1294   18.2979   18.2592
+   18.8148   18.7408   18.2979   17.1621   17.1061   16.7736
+   16.2561   15.7855   15.5165   15.5234   15.7793   16.2241
+   16.7990   17.4256   17.9556   18.1294   18.0255   18.7408
+   18.4517   18.1294   17.1061   15.8877   15.7264   15.2629
+   14.8361   14.6574   14.7402   15.0386   15.5116   16.1187
+   16.7995   17.4256   17.7178   17.6574   18.4517   18.0407
+   17.7178   16.7736   15.7264   14.8919   14.4889   14.0835
+   13.9505   14.0526   14.3513   14.8191   15.4246   16.1187
+   16.7990   17.2207   17.2481   18.0407   17.5989   17.2207
+   16.2561   15.2629   14.4889   14.1823   13.6048   13.4170
+   13.5050   13.7826   14.2291   14.8191   15.5116   16.2241
+   16.7532   16.8493   17.5989   17.1947   16.7532   15.7855
+   14.8361   14.0835   13.6048   13.6926   13.0989   13.1206
+   13.3654   13.7826   14.3513   15.0386   15.7793   16.4084
+   16.5853   17.1947   16.8745   16.4084   15.5165   14.6574
+   13.9505   13.4170   13.0989   13.4428   12.9354   13.1206
+   13.5050   14.0526   14.7402   15.5234   16.2769   16.6667
+   16.8745   16.6667   16.2769   15.5234   14.7402   14.0526
+   13.5050   13.1206   12.9354   13.4428   13.0989   13.4170
+   13.9505   14.6574   15.5165   16.4084   16.8745   16.6667
+   16.5853   16.4084   15.7793   15.0386   14.3513   13.7826
+   13.3654   13.1206   13.0989   13.6926   13.6048   14.0835
+   14.8361   15.7855   16.7532   17.1947   16.5853   16.8493
+   16.7532   16.2241   15.5116   14.8191   14.2291   13.7826
+   13.5050   13.4170   13.6048   14.1823   14.4889   15.2629
+   16.2561   17.2207   17.5989   16.8493   17.2481   17.2207
+   16.7990   16.1187   15.4246   14.8191   14.3513   14.0526
+   13.9505   14.0835   14.4889   14.8919   15.7264   16.7736
+   17.7178   18.0407   17.2481   17.6574   17.7178   17.4256
+   16.7995   16.1187   15.5116   15.0386   14.7402   14.6574
+   14.8361   15.2629   15.7264   15.8877   17.1061   18.1294
+   18.4517   17.6574   18.0255   18.1294   17.9556   17.4256
+   16.7990   16.2241   15.7793   15.5234   15.5165   15.7855
+   16.2561   16.7736   17.1061   17.1621   18.2979   18.7408
+   18.0255   18.2592   18.2979   18.1294   17.7178   17.2207
+   16.7532   16.4084   16.2769   16.4084   16.7532   17.2207
+   17.7178   18.1294   18.2979   18.2592   18.8148   18.2592
+   18.2903   18.2592   18.0255   17.6574   17.2481   16.8493
+   16.5853   16.6667   16.8745   17.1947   17.5989   18.0407
+   18.4517   18.7408   18.8148   18.6421   18.2903   18.6421
+   18.8148   18.7408   18.4517   18.0407   17.5989   17.1947
+   16.8745   16.6667   16.5853   16.8493   17.2481   17.6574
+   18.0255   18.2592   18.2903   18.6421   18.7413   18.6421
+   18.3834   18.0439   17.6914   17.3732   17.1224   16.9623
+   16.9073   16.9623   17.1224   17.3732   17.6914   18.0439
+   18.3834   18.6421   18.7413   18.6421   18.2903   18.2592
+   18.0255   17.6574   17.2481   16.8493   16.5853   16.6667
+   16.8745   17.1947   17.5989   18.0407   18.4517   18.7408
+   18.8148   18.6421   18.3834   18.2592   17.3166   17.1621
+   16.8288   16.3405   15.9593   15.9474   16.0866   16.3747
+   16.7989   17.3307   17.9148   18.4498   18.7736   18.7408
+   18.3834   18.0439   18.0255   17.1621   16.2508   15.8877
+   15.4572   15.2741   15.2503   15.3909   15.6938   16.1478
+   16.7281   17.3856   18.0220   18.4498   18.4517   18.0439
+   17.6914   17.6574   16.8288   15.8877   15.2726   14.8919
+   14.6658   14.6065   14.7194   15.0026   15.4454   16.0254
+   16.6999   17.3856   17.9148   18.0407   17.6914   17.3732
+   17.2481   16.3405   15.4572   14.8919   14.4591   14.1823
+   14.0758   14.1460   14.3920   14.8038   15.3607   16.0254
+   16.7281   17.3307   17.5989   17.3732   17.1224   16.8493
+   15.9593   15.2741   14.6658   14.1823   13.8522   13.6926
+   13.7123   13.9113   14.2814   14.8038   15.4454   16.1478
+   16.7989   17.1947   17.1224   16.9623   16.5853   15.9474
+   15.2503   14.6065   14.0758   13.6926   13.4780   13.4428
+   13.5895   13.9113   14.3920   15.0026   15.6938   16.3747
+   16.8745   16.9623   16.9073   16.6667   16.0866   15.3909
+   14.7194   14.1460   13.7123   13.4428   13.3516   13.4428
+   13.7123   14.1460   14.7194   15.3909   16.0866   16.6667
+   16.9073   16.9623   16.8745   16.3747   15.6938   15.0026
+   14.3920   13.9113   13.5895   13.4428   13.4780   13.6926
+   14.0758   14.6065   15.2503   15.9474   16.5853   16.9623
+   17.1224   17.1947   16.7989   16.1478   15.4454   14.8038
+   14.2814   13.9113   13.7123   13.6926   13.8522   14.1823
+   14.6658   15.2741   15.9593   16.8493   17.1224   17.3732
+   17.5989   17.3307   16.7281   16.0254   15.3607   14.8038
+   14.3920   14.1460   14.0758   14.1823   14.4591   14.8919
+   15.4572   16.3405   17.2481   17.3732   17.6914   18.0407
+   17.9148   17.3856   16.6999   16.0254   15.4454   15.0026
+   14.7194   14.6065   14.6658   14.8919   15.2726   15.8877
+   16.8288   17.6574   17.6914   18.0439   18.4517   18.4498
+   18.0220   17.3856   16.7281   16.1478   15.6938   15.3909
+   15.2503   15.2741   15.4572   15.8877   16.2508   17.1621
+   18.0255   18.0439   18.3834   18.7408   18.7736   18.4498
+   17.9148   17.3307   16.7989   16.3747   16.0866   15.9474
+   15.9593   16.3405   16.8288   17.1621   17.3166   18.2592
+   18.3834   18.6421   18.8148   18.7408   18.4517   18.0407
+   17.5989   17.1947   16.8745   16.6667   16.5853   16.8493
+   17.2481   17.6574   18.0255   18.2592   18.2903   18.6421
+   18.7413   18.6421   18.3834   18.0439   17.6914   17.3732
+   17.1224   16.9623   16.9073   16.9623   17.1224   17.3732
+   17.6914   18.0439   18.3834   18.6421   18.7413
+ END_BANDGRID_3D
+ END_BLOCK_BANDGRID_3D
diff --git a/src/Makefile b/src/Makefile
index ef0bf04..31fd4ef 100644
--- a/src/Makefile
+++ b/src/Makefile
@@ -1,7 +1,7 @@
 
 CC = gcc
-CFLAGS=-fopenmp -O3 -lglut -lGLU -lGL -lm -g
 
+CFLAGS=-fopenmp -O3 -lglut -lGLU -lGL -lm -g
 # for mac
 #CFLAGS=-D mac -O3 -lglut -lGLU -lGL -lm
 
diff --git a/src/bxsf2frmsf.c b/src/bxsf2frmsf.c
index ecbc7c4..9d3f964 100644
--- a/src/bxsf2frmsf.c
+++ b/src/bxsf2frmsf.c
@@ -123,20 +123,20 @@ void fvel() {
   /*
    Compute direct lattice vectors
   */
-  det = -bvec[0][2] * bvec[1][1] * bvec[2][0]
-    + bvec[0][1] * bvec[1][2] * bvec[2][0]
-    + bvec[0][2] * bvec[1][0] * bvec[2][1]
-    - bvec[0][0] * bvec[1][2] * bvec[2][1]
-    - bvec[0][1] * bvec[1][0] * bvec[2][2]
+  det = -bvec[0][2] * bvec[1][1] * bvec[2][0]
+    + bvec[0][1] * bvec[1][2] * bvec[2][0]
+    + bvec[0][2] * bvec[1][0] * bvec[2][1]
+    - bvec[0][0] * bvec[1][2] * bvec[2][1]
+    - bvec[0][1] * bvec[1][0] * bvec[2][2]
     + bvec[0][0] * bvec[1][1] * bvec[2][2];
 
-  avec[0][0] = -bvec[1][2] * bvec[2][1] + bvec[1][1] * bvec[2][2];
-  avec[0][1] = bvec[0][2] * bvec[2][1] - bvec[0][1] * bvec[2][2];
-  avec[0][2] = -bvec[0][2] * bvec[1][1] + bvec[0][1] * bvec[1][2];
-  avec[1][0] = bvec[1][2] * bvec[2][0] - bvec[1][0] * bvec[2][2];
-  avec[1][1] = -bvec[0][2] * bvec[2][0] + bvec[0][0] * bvec[2][2];
-  avec[1][2] = bvec[0][2] * bvec[1][0] - bvec[0][0] * bvec[1][2];
-  avec[2][0] = -bvec[1][1] * bvec[2][0] + bvec[1][0] * bvec[2][1];
+  avec[0][0] = -bvec[1][2] * bvec[2][1] + bvec[1][1] * bvec[2][2];
+  avec[0][1] = bvec[0][2] * bvec[2][1] - bvec[0][1] * bvec[2][2];
+  avec[0][2] = -bvec[0][2] * bvec[1][1] + bvec[0][1] * bvec[1][2];
+  avec[1][0] = bvec[1][2] * bvec[2][0] - bvec[1][0] * bvec[2][2];
+  avec[1][1] = -bvec[0][2] * bvec[2][0] + bvec[0][0] * bvec[2][2];
+  avec[1][2] = bvec[0][2] * bvec[1][0] - bvec[0][0] * bvec[1][2];
+  avec[2][0] = -bvec[1][1] * bvec[2][0] + bvec[1][0] * bvec[2][1];
   avec[2][1] = bvec[0][1] * bvec[2][0] - bvec[0][0] * bvec[2][1];
   avec[2][2] = -bvec[0][1] * bvec[1][0] + bvec[0][0] * bvec[1][1];
   for (ii = 0; ii < 3; ++ii) {
@@ -208,58 +208,58 @@ void fvel() {
 
 
 void write_file(char *fname1, char *ext, int component) {
-  FILE* fo;
-  int ierr, ibnd, ik0, ik1, ik2, ii;
-  char fname2[256];
+  FILE* fo;
+  int ierr, ibnd, ik0, ik1, ik2, ii;
+  char fname2[256];
   char *p;
-
-  ii = 0;
-  if (strstr(fname1, ".bxsf") != NULL) {
-    for (p = &fname1[0]; p < strstr(fname1, ".bxsf"); p++) fname2[ii++] = *p;
-  }
-  else if (strstr(fname1, ".BXSF") != NULL) {
-    for (p = &fname1[0]; p < strstr(fname1, ".BXSF"); p++) fname2[ii++] = *p;
-  }
-  else if (strstr(fname1, ".Bxsf") != NULL) {
-    for (p = &fname1[0]; p < strstr(fname1, ".Bxsf"); p++) fname2[ii++] = *p;
-  }
-  else {
-    printf("ERROR! Extension shoud be .bxsf, .BXSF, or .Bxsf !\n");
+
+  ii = 0;
+  if (strstr(fname1, ".bxsf") != NULL) {
+    for (p = &fname1[0]; p < strstr(fname1, ".bxsf"); p++) fname2[ii++] = *p;
+  }
+  else if (strstr(fname1, ".BXSF") != NULL) {
+    for (p = &fname1[0]; p < strstr(fname1, ".BXSF"); p++) fname2[ii++] = *p;
+  }
+  else if (strstr(fname1, ".Bxsf") != NULL) {
+    for (p = &fname1[0]; p < strstr(fname1, ".Bxsf"); p++) fname2[ii++] = *p;
+  }
+  else {
+    printf("ERROR! Extension shoud be .bxsf, .BXSF, or .Bxsf !\n");
     printf("  Press any key to exit.\n");
     getchar();
-    exit(-1);
-  }
-  sprintf(&fname2[ii], "%s", ext);
-
-  printf("  %s\n", fname2);
-
-  fo = fopen(fname2, "w");
-  ierr = fprintf(fo, "%d %d %d\n", ng[0], ng[1], ng[2]);
-  ierr = fprintf(fo, "%d\n", 1);
-  ierr = fprintf(fo, "%d\n", nb);
-  ierr = fprintf(fo, "%e %e %e\n", bvec[0][0], bvec[1][0], bvec[2][0]);
-  ierr = fprintf(fo, "%e %e %e\n", bvec[0][1], bvec[1][1], bvec[2][1]);
-  ierr = fprintf(fo, "%e %e %e\n", bvec[0][2], bvec[1][2], bvec[2][2]);
-
-  for (ibnd = 0; ibnd < nb; ++ibnd) {
-    for (ik0 = 0; ik0 < ng[0]; ++ik0) {
-      for (ik1 = 0; ik1 < ng[1]; ++ik1) {
-        for (ik2 = 0; ik2 < ng[2]; ++ik2) {
-          ierr = fprintf(fo, "%e\n", eig[ibnd][ik0][ik1][ik2]);
-        }
-      }
-    }
-  }
-  for (ibnd = 0; ibnd < nb; ++ibnd) {
-    for (ik0 = 0; ik0 < ng[0]; ++ik0) {
-      for (ik1 = 0; ik1 < ng[1]; ++ik1) {
-        for (ik2 = 0; ik2 < ng[2]; ++ik2) {
-          ierr = fprintf(fo, "%e\n", vf[ibnd][ik0][ik1][ik2][component]);
-        }
-      }
-    }
-  }
-  fclose(fo);
+    exit(-1);
+  }
+  sprintf(&fname2[ii], "%s", ext);
+
+  printf("  %s\n", fname2);
+
+  fo = fopen(fname2, "w");
+  ierr = fprintf(fo, "%d %d %d\n", ng[0], ng[1], ng[2]);
+  ierr = fprintf(fo, "%d\n", 1);
+  ierr = fprintf(fo, "%d\n", nb);
+  ierr = fprintf(fo, "%e %e %e\n", bvec[0][0], bvec[1][0], bvec[2][0]);
+  ierr = fprintf(fo, "%e %e %e\n", bvec[0][1], bvec[1][1], bvec[2][1]);
+  ierr = fprintf(fo, "%e %e %e\n", bvec[0][2], bvec[1][2], bvec[2][2]);
+
+  for (ibnd = 0; ibnd < nb; ++ibnd) {
+    for (ik0 = 0; ik0 < ng[0]; ++ik0) {
+      for (ik1 = 0; ik1 < ng[1]; ++ik1) {
+        for (ik2 = 0; ik2 < ng[2]; ++ik2) {
+          ierr = fprintf(fo, "%e\n", eig[ibnd][ik0][ik1][ik2]);
+        }
+      }
+    }
+  }
+  for (ibnd = 0; ibnd < nb; ++ibnd) {
+    for (ik0 = 0; ik0 < ng[0]; ++ik0) {
+      for (ik1 = 0; ik1 < ng[1]; ++ik1) {
+        for (ik2 = 0; ik2 < ng[2]; ++ik2) {
+          ierr = fprintf(fo, "%e\n", vf[ibnd][ik0][ik1][ik2][component]);
+        }
+      }
+    }
+  }
+  fclose(fo);
 
 }/*void write_file()*/
 
diff --git a/src/fermisurfer.c b/src/fermisurfer.c
index 7ceff70..dea2b4b 100644
--- a/src/fermisurfer.c
+++ b/src/fermisurfer.c
@@ -66,7 +66,7 @@ int lmouse = 1;    /**< Switch for the mouse function */
 /**
  Menu
 */
-int ibandmenu, ibgmenu, icsmenu, ibzmenu, inlmenu,
+int ibandmenu, isetview, ibgmenu, icsmenu, ibzmenu, inlmenu,
 icbmenu, itetmenu, istereomenu, imousemenu, imenu;
 /**
  * Variables for Brillouin zone boundaries
@@ -102,6 +102,7 @@ GLfloat trans[3] = {0.0, 0.0, 0.0};    /**< Translation              */
 GLfloat rot[3][3] = {{1.0, 0.0, 0.0},  /**< Rotation matrix          */
                      {0.0, 1.0, 0.0},   
                      {0.0, 0.0, 1.0}};
+GLfloat thetax = 0.0, thetay = 0.0, thetaz = 0.0;
 /**
  * Colors
  */
@@ -1905,7 +1906,81 @@ void menu_shiftEF(int value /**< [in] Selected menu*/)
     glutPostRedisplay();
   }
 }
+/*
+Setting of view
+*/
+void menu_view(int value /**< [in] Selected menu*/)
+{
+  int ib, i0, i1, i2, ierr;
+  GLfloat emin, emax;
+
+  if (value == 1) {
+ 
+    printf("  Current Scale : %f\n", scl);
+    printf("      New Scale : ");
+    scanf("%f", &scl);
+ 
+  }
+  else  if (value == 2) {
+
+    printf("  Current Position(x y) : %f %f\n", trans[0], trans[1]);
+    printf("      New Position(x y) : ");
+    scanf("%f %f", &trans[0], &trans[1]);
+ 
+  }
+  else  if (value == 3) {
+
+    /*
+    printf("\n#####  Current View setting  #####\n\n");
+    printf("  Rot : %10.5f  %10.5f  %10.5f\n", rot[0][0], rot[0][1], rot[0][2]);
+    printf("        %10.5f  %10.5f  %10.5f\n", rot[1][0], rot[1][1], rot[1][2]);
+    printf("        %10.5f  %10.5f  %10.5f\n", rot[2][0], rot[2][1], rot[2][2]);
+    */
+    /**/
+    thetay = asin(rot[0][2]);
+    if (cosf(thetay) != 0.0) {
+      if (-rot[1][2] / cosf(thetay) >= 0.0) thetax = acosf(rot[2][2] / cosf(thetay));
+      else thetax = 6.283185307 - acosf(rot[2][2] / cosf(thetay));
+      if (-rot[0][1] / cosf(thetay) >= 0.0) thetaz = acosf(rot[0][0] / cosf(thetay));
+      else thetaz = 6.283185307 - acosf(rot[0][0] / cosf(thetay));
+    }
+    else {
+      thetax = 0.0;
+      if (rot[1][0] >= 0.0) thetaz = acosf(rot[1][1]);
+      else thetaz = 6.283185307 - acosf(rot[1][1]);
+    }
+    thetax = 180.0 / 3.14159265 * thetax;
+    thetay = 180.0 / 3.14159265 * thetay;
+    thetaz = 180.0 / 3.14159265 * thetaz;
+    printf("  Current Rotation (theta_x theta_y teta_z) in degree : %f %f %f\n", thetax, thetay, thetaz);
+    printf("      New Rotation (theta_x theta_y teta_z) in degree : ");
+    scanf("%f %f %f", &thetax, &thetay, &thetaz);
+    thetax = 3.14159265 / 180.0 * thetax;
+    thetay = 3.14159265 / 180.0 * thetay;
+    thetaz = 3.14159265 / 180.0 * thetaz;
+
+    rot[0][0] = cosf(thetay)* cosf(thetaz);
+    rot[0][1] = -cosf(thetay)* sin(thetaz);
+    rot[0][2] = sinf(thetay);
+    rot[1][0] = cosf(thetaz)* sinf(thetax)* sinf(thetay) + cosf(thetax)* sinf(thetaz);
+    rot[1][1] = cosf(thetax) * cosf(thetaz) - sinf(thetax)* sinf(thetay)* sinf(thetaz);
+    rot[1][2] = -cosf(thetay)* sinf(thetax);
+    rot[2][0] = -cosf(thetax)* cosf(thetaz)* sinf(thetay) + sinf(thetax)* sinf(thetaz);
+    rot[2][1] = cosf(thetaz)* sinf(thetax) + cosf(thetax)* sinf(thetay)* sinf(thetaz);
+    rot[2][2] = cos(thetax)* cosf(thetay);
+
+    /*
+    printf("\n#####  New View setting  #####\n\n");
+    printf("  Rot : %10.5f  %10.5f  %10.5f\n", rot[0][0], rot[0][1], rot[0][2]);
+    printf("        %10.5f  %10.5f  %10.5f\n", rot[1][0], rot[1][1], rot[1][2]);
+    printf("        %10.5f  %10.5f  %10.5f\n", rot[2][0], rot[2][1], rot[2][2]);
+    */
+
+  }
 
+  glutPostRedisplay();
+
+}
 /**
  * Change mouse function
  */
@@ -2198,6 +2273,11 @@ void FS_CreateMenu()
   /* Shift Fermi energy */
   ishiftEF = glutCreateMenu(menu_shiftEF);
   glutAddMenuEntry("Shift Fermi energy", 1);
+  /* Set view */
+  isetview = glutCreateMenu(menu_view);
+  glutAddMenuEntry("Scale", 1);
+  glutAddMenuEntry("Position", 2);
+  glutAddMenuEntry("Rotation", 3);
   /* Background color */
   ibgmenu = glutCreateMenu(menu_bgcolor);
   if (blackback == 1) glutAddMenuEntry("[x] Black", 1);
@@ -2254,6 +2334,7 @@ void FS_CreateMenu()
   glutAddSubMenu("Band", ibandmenu);
   glutAddSubMenu("Mouse Drag", imousemenu);
   glutAddSubMenu("Shift Fermi energy", ishiftEF);
+  glutAddSubMenu("Set view", isetview);
   glutAddSubMenu("Background color", ibgmenu);
   glutAddSubMenu("Color scale mode", icsmenu);
   glutAddSubMenu("Brillouin zone", ibzmenu);