networkprotocolmodules/networkpmutils/utils/src/netpmutils.cpp
author Dremov Kirill (Nokia-D-MSW/Tampere) <kirill.dremov@nokia.com>
Thu, 19 Aug 2010 11:17:26 +0300
branchRCL_3
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permissions -rw-r--r--
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// Copyright (c) 2008-2009 Nokia Corporation and/or its subsidiary(-ies).
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// All rights reserved.
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// This component and the accompanying materials are made available
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// under the terms of "Eclipse Public License v1.0"
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// which accompanies this distribution, and is available
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// at the URL "http://www.eclipse.org/legal/epl-v10.html".
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//
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// Initial Contributors:
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// Nokia Corporation - initial contribution.
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//
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// Contributors:
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//
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// Description:
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// System
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// 
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//
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/**
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 @file
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 @internalTechnology
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*/
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#include <e32base.h>
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#include <e32math.h>
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// Component
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#include "netpmutils.h"
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/**
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Constants used in encoding of uncertainty data
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@see CSuplStart::Uncertainty()
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@see CSuplStart::UncertaintyAltitude()
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*/
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const TReal KLbsLogOnePointOne = 0.095310179804324860043952123280765;
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const TReal KLbsLogOnePointZeroTwoFive = 0.02469261259037150101430767543669;
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const TInt  KLbsMaxUncert = 127;
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/**
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 * TODO: update asn1 code to use this version and delete the CSuplMessageBase version?
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Uncertainty()
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Converts a minumum accuracy value in meters to an uncertainty value K as 
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described in 3GPP 23.032 (Universal Geographical Area Description) section 6.2.
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r = C((1+x)^K - 1)
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where r = distance in meters
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      C = 10
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      x = 0.1
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      K = uncertainty value
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hence K = ln(r/C + 1) / ln(1.1)
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@param aDistance - distance measurement in meters
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@return uncertainty value K
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*/
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EXPORT_C TInt NetPmUtils::Uncertainty(const TReal32& aDistance)
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	{
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	TReal uncert;
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	Math::Ln(uncert,  (aDistance/10) + 1 );
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	uncert /= KLbsLogOnePointOne;
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	if (uncert>KLbsMaxUncert)
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		{
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		uncert = KLbsMaxUncert;
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		}
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	// round to nearest whole number
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	TReal uncertRounded;
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	Math::Round(uncertRounded, uncert, 0);
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	return (TInt)uncertRounded;
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	}
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/**
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UncertaintyAltitude()
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Converts a minumum accuracy value in meters to an uncertainty altitude value K as 
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described in 3GPP 23.032 (Universal Geographical Area Description) section 6.4.
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r = C((1+x)^K - 1)
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where r = distance in meters
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      C = 45
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      x = 0.1
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      K = uncertainty value
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hence K = ln(r/C + 1) / ln(1.1)
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@param aDistance - altitude accuracy in meters
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@return uncertainty altitude value K
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*/
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EXPORT_C TInt NetPmUtils::UncertaintyAltitude(const TReal32& aDistance)
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	{
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	TReal uncert;
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	Math::Ln(uncert,  (aDistance/45) + 1 );
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	uncert /= KLbsLogOnePointZeroTwoFive;
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	if (uncert>KLbsMaxUncert)
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		{
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		uncert = KLbsMaxUncert;
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		}
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	// round to nearest whole number
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	TReal uncertRounded;
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	Math::Round(uncertRounded, uncert, 0);
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	return (TInt)uncertRounded;
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	}
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/**
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EncodeAltitude()
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Converts an value for altiutude to an 15 bit binary coded number N
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@param aAltitude - altitude in meters
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@return uncertainty altitude value K
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*/
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EXPORT_C TInt NetPmUtils::EncodeAltitude(const TReal32& aAltitude)
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	{
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	TInt altEncoded = (TInt)aAltitude;
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	if (altEncoded>KLbsMaxAltitude)
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		{
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		altEncoded = KLbsMaxAltitude;
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		}
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	return altEncoded;
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	}