solution number__1-1he4g5.mht

一个matlab处理海量数据的优化方法和源代码。

          <TD width=3D20>&nbsp;</TD>
          <TD>R14SP2</TD></TR>
        <TR>
          <TD><STRONG>Platform:</STRONG></TD>
          <TD width=3D20>&nbsp;</TD>
          <TD>Windows</TD></TR>
        <TR>
          <TD><STRONG>Operating System:</STRONG></TD>
          <TD width=3D20>&nbsp;</TD>
          <TD>Windows XP SP2</TD></TR></TBODY></TABLE>&nbsp;
      <P></P><!--subject_begin-->
      <H3>Subject:</H3>
      <P>How do I increase the largest contiguous free memory block =
available in=20
      MATLAB on my 32-bit machine running Windows XP SP2? =
</P><!--subject_end--><!--problem description begin-->
      <H3>Problem Description:</H3>
      <P><!--prob_desc_begin-->When I execute the following=20
      command:<BR><CODE>system_dependent('memstats')<BR></CODE>I see =
that the=20
      largest contiguous block of free memory is around 1 GB. I wish to =
increase=20
      the size of the largest block available in MATLAB on my 32-Bit =
machine=20
      running Windows XP SP2. </P><!--problem description end-->
      <P><!--solution_begin-->
      <TABLE>
        <TBODY>
        <TR>
          <TD width=3D550>
            <DIV style=3D"LEFT: 0px; WORD-WRAP: break-word">
            <H3>Solution:</H3>
            <P>There is a utility that can be used to increase the =
largest=20
            contiguous free memory block up to 1.4 GB in MATLAB 7.0 =
(R14) and=20
            later versions running on Windows XP SP2. Follow these steps =
to run=20
            this utility:<BR><BR>1. Close all applications and start a =
new=20
            session of MATLAB.<BR>2. Type the following command at the =
MATLAB=20
            command prompt to confirm the size of the largest contiguous =

            block:<BR><CODE>system_dependent('memstats')<BR></CODE>If =
the=20
            largest contiguous is much less than 1.5 GB (for example, =
around 1GB=20
            or less) continue to step 3.<BR><BR>Note that this operation =
can=20
            only be perfomed on Windows XP SP2.<BR><BR>3. Quit =
MATLAB<BR><BR>4.=20
            Unzip the attached "movedlls.zip" file and copy the =
"movedlls.exe"=20
            file into $MATLAB\bin\win32 directory. <BR>(where $MATLAB is =
the=20
            MATLAB root directory on your machine, as returned by typing =

            <BR><CODE>matlabroot<BR></CODE>at the MATLAB command=20
            prompt.)<BR><BR>5. Run movedlls.exe by double-clicking it. =
This=20
            operation modifies and copies NETAPI32.DLL, COMCTL32.DLL, =
and=20
            MSLBUI.DLL system DLLs into $MATLAB\bin\win32 directory. If =
this=20
            solution causes problems you can undo the effect by deleting =
these=20
            new files from the directory.<BR><BR>6. Restart MATLAB =
<BR><BR>7.=20
            Type the following command at the MATLAB command prompt to =
confirm=20
            the size of the largest contiguous free block of memory is=20
            larger:<BR><CODE>system_dependent('memstats')<BR></CODE>Note =
that a=20
            known issue with this utility is that the file browsing =
dialog box=20
            will not open when the "..." button next to the current =
directory on=20
            the toolbar of the MATLAB Desktop is clicked.=20
        =
</P></DIV></TD></TR></TBODY></TABLE><!--solution_end-->&nbsp;</P>
      <H3>Related Documents/Files:</H3>
      <UL class=3Dorngsqbul>
        <LI><A=20
        =
href=3D"http://www.mathworks.com/support/solutions/attachment.html?resid=3D=
1-1L2I59&amp;solution=3D1-1HE4G5">movedlls.zip</A>=20
        </LI></UL>
      <TABLE cellSpacing=3D0 cellPadding=3D0 width=3D"98%" border=3D0>
        <TBODY>
        <TR>
          <TD align=3Dright><IMG height=3D16=20
            src=3D"http://www.mathworks.com/images/arrow_red.gif" =
width=3D16=20
            align=3DabsMiddle>&nbsp; <A=20
            =
onclick=3D"openWindow('https://www.customersat3.com/s/OqiPOeOV.asp?its=3D=
True&amp;IID=3D&amp;si=3DYODSPnTu%2BPA%3D&amp;SF=3D1-1HE4G5&amp;SA=3DMATL=
AB',550, 650,'status=3Dno,resizable=3Dyes,scrollbars=3Dyes');return =
false"=20
            =
href=3D"https://www.customersat3.com/s/OqiPOeOV.asp?its=3DTrue&amp;IID=3D=
&amp;si=3DYODSPnTu%2BPA%3D&amp;SF=3D1-1HE4G5&amp;SA=3DMATLAB"><STRONG>Pro=
vide=20
            feedback to help us improve this solution!</STRONG></A>=20
        </TD></TR></TBODY></TABLE></DIV></TD></TR></TBODY></TABLE>
<TABLE id=3Dglobalfooter cellSpacing=3D0 cellPadding=3D3 width=3D778 =
summary=3Dlayout=20
border=3D0>
  <TBODY>
  <TR>
    <TD align=3Dmiddle>&nbsp;=A9 1994-2005 The MathWorks, Inc.=20
      &nbsp;&nbsp;&nbsp;-&nbsp;&nbsp;&nbsp;<A=20
      href=3D"http://www.mathworks.com/help.html">Site=20
      Help</A>&nbsp;&nbsp;&nbsp;-&nbsp;&nbsp;&nbsp;<A=20
      =
href=3D"http://www.mathworks.com/company/aboutus/policies_statements/pate=
nts.html">Patents</A>&nbsp;&nbsp;&nbsp;-&nbsp;&nbsp;&nbsp;<A=20
      =
href=3D"http://www.mathworks.com/company/aboutus/policies_statements/trad=
emarks.html">Trademarks</A>&nbsp;&nbsp;&nbsp;-&nbsp;&nbsp;&nbsp;<A=20
      =
href=3D"http://www.mathworks.com/company/aboutus/policies_statements/">Pr=
ivacy=20
      Policy</A>&nbsp;&nbsp;&nbsp;-&nbsp;&nbsp;&nbsp;<A=20
      =
href=3D"http://www.mathworks.com/company/aboutus/policies_statements/pira=
cy.html">Piracy=20
      Policy</A> </TD></TR></TBODY></TABLE><!-- SiteCatalyst code =
version: G.7.=0A=
Copyright 1997-2004 Omniture, Inc. More info available at=0A=
http://www.omniture.com -->
<SCRIPT language=3DJavaScript type=3Dtext/javascript><!--=0A=
/* You may give each page an identifying name, server, and channel on=0A=
the next lines. */=0A=
var s_pageName=3Ddocument.title=0A=
var s_server=3D""=0A=
var s_channel=3D""=0A=
var s_pageType=3D""=0A=
var s_prop1=3D""=0A=
var s_prop2=3D""=0A=
var s_prop3=3D""=0A=
var s_prop4=3D""=0A=
var s_prop5=3D""=0A=
/* E-commerce Variables */=0A=
var s_campaign=3D""=0A=
var s_state=3D""=0A=
var s_zip=3D""=0A=
var s_events=3D""=0A=
var s_products=3D""=0A=
var s_purchaseID=3D""=0A=
var s_eVar1=3D""=0A=
var s_eVar2=3D""=0A=
var s_eVar3=3D""=0A=
var s_eVar4=3D""=0A=
var s_eVar5=3D""=0A=
//--></SCRIPT>

<SCRIPT language=3DJavaScript=20
src=3D"http://www.mathworks.com/includes_content/jscript/omniture/s_code_=
remote.js"=20
type=3Dtext/javascript></SCRIPT>
<!-- End SiteCatalyst code version: G.7. -->
<SCRIPT language=3DJavaScript1.3=20
src=3D"http://www.mathworks.com/includes/jscript/footer.js"=20
type=3Dtext/javascript></SCRIPT>

<SCRIPT language=3DJavaScript1.3 type=3Dtext/javascript>=0A=
    </SCRIPT>
</BODY></HTML>

------=_NextPart_000_0000_01C60311.BFE34DB0
Content-Type: image/gif
Content-Transfer-Encoding: base64
Content-Location: http://www.mathworks.com/images/pixelclear.gif

R0lGODlhAQABAID/AMDAwAAAACH5BAEAAAAALAAAAAABAAEAAAICRAEAOw==

------=_NextPart_000_0000_01C60311.BFE34DB0
Content-Type: image/gif
Content-Transfer-Encoding: base64
Content-Location: http://www.mathworks.com/includes/images/global_nav/printable_header.gif
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------=_NextPart_000_0000_01C60311.BFE34DB0
Content-Type: image/gif
Content-Transfer-Encoding: base64
Content-Location: http://www.mathworks.com/includes/images/global_nav/pic_countryarrow_off.gif

R0lGODlhBAAJAMQAAA4pY9HY5k5sq4+cuf///w4zgWiAsfT2+qGsxFFlko+iy+Dk7BApa3ODpg42
ixYxbI+ewQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACH5BAUU
AAAALAAAAAAEAAkAAAUVoAGMgTASRwMQxJKwKIyw0KqMwwiEADs=

------=_NextPart_000_0000_01C60311.BFE34DB0
Content-Type: image/gif
Content-Transfer-Encoding: base64
Content-Location: http://www.mathworks.com/includes/images/global_nav/pic_cart_off.gif

R0lGODlhDwANANUAAAAZTszMzElikY6YqBctWv///wEeW2p3jQAhaO7v7660vC9FcFtqg+Xm56Kq
tgAjc3GAmyo+ZWJyjQYiXNnc3SpFgAcfUU9hgvf397G5xJegrAAoemJ3nAwnX2p5kh40XjFLgwEa
T3F9knmGm7e9xpehrwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA
AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACH5BAUUAAAALAAAAAAPAA0AAAZYQIUE
QCwaiyAFpsBsOpnEjKAAoFqrWMDhyaUCCImrOFvtOosUhiUiIjUKFBIkUnQUMBQH43MsDgILfUcd
ZgUNHEUjTSNFEkwJRR5NHpGPRhclF0cXGhUAQQA7

------=_NextPart_000_0000_01C60311.BFE34DB0
Content-Type: image/gif
Content-Transfer-Encoding: base64
Content-Location: http://www.mathworks.com/includes/images/global_nav/horo_line_full.gif

R0lGODlhAAIBAIAAAP///wAAACH5BAEAAAAALAAAAAAAAgEAAAIUhI+py+0Po5y02ouz3rz7D4bi
SBUAOw==

------=_NextPart_000_0000_01C60311.BFE34DB0
Content-Type: image/gif
Content-Transfer-Encoding: base64
Content-Location: http://www.mathworks.com/includes/images/global_nav/nav_inactive.gif

R0lGODlhAQADAJEAABk5fRkycqez2wAAACH5BAAAAAAALAAAAAABAAMAAAICjFAAOw==

------=_NextPart_000_0000_01C60311.BFE34DB0
Content-Type: image/gif
Content-Transfer-Encoding: base64
Content-Location: http://www.mathworks.com/includes/images/global_nav/nav_active.gif

R0lGODlhAQADAIAAAPCUKPjKlCH5BAAAAAAALAAAAAABAAMAAAICRFAAOw==

------=_NextPart_000_0000_01C60311.BFE34DB0
Content-Type: image/gif
Content-Transfer-Encoding: base64
Content-Location: http://www.mathworks.com/includes/images/local_nav/nav_bottom_corner.gif

R0lGODlhBQAFAIAAAPn38wAkbyH5BAAAAAAALAAAAAAFAAUAAAIHhI8YF9tdAAA7

------=_NextPart_000_0000_01C60311.BFE34DB0
Content-Type: image/gif
Content-Transfer-Encoding: base64
Content-Location: http://www.mathworks.com/includes_content/images/topstrips/strip4.gif
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------=_NextPart_000_0000_01C60311.BFE34DB0