lpc11xx

AN11153 and AN11154: LPC11xx/LPC11Uxx DMX512 with RDM

PreviewAttachmentSize
DMX_RDM_LPC11xx_release1.0.zip15.05 MB
File info
File version: 
1.0
NXP verified: 
YES

 The DMX512 Software Development Kit (SDK) for the LPC11xx/LPC11Uxx installer contains:

Project home page: 

DALI on LPC Microcontrollers

 

DALI Software Development Kit

 

KNX on LPC Microcontrollers

AN11174 and AN11175: LPC11xx/LPC13xx DALI release 2.0

File info
File version: 
Rev. 2 — 6 March 2013
NXP verified: 
YES

DALI Development Kit Revision 2 released 

Revision 2.0 of the DALI SDK for the LPC11xx/LPC13xx contains a major update of the DALI Development Kit  for compliancy with the IEC 62386-102 and IEC 62386-201 standard. Parts of the IEC 62386-207 specification are also included.

Project home page: 

LPCOpen processor, board, and toolchain support

LPCOpen processor, board, and toolchain support

Examples were build tested with the following toolchain versions - this only applies to the latest LPCopen version.

IAR EWARM v1.02, Keil UV4 v4.70, LPCXpresso v5.2.4_2122

Supported project list for IAR EWARM v1.02

LPCOpen upcoming releases

Keep an eye on this page for information on upcoming releases of LPCOpen. Features, updated drivers, and new devices/boards are continuously be added to LPCOpen, but the planned release dates and features may change without notice!

Would you like to request a feature for LPCOpen? You can request new features on the NXP support page.

Software Encryption for NXP ARM Microcontrollers

Introduction

LPCXpresso Board Schematics for LPC1104

PreviewAttachmentSize
LPCXpresso LPC1104 schematic Rev A.PDF93.07 KB
File info
File version: 
Rev A
NXP verified: 
YES

AN11318: How to implement the PMBus software stack

File info
File version: 
Rev. 1 — 25 January 2013
NXP verified: 
YES

This app note explains how to implement the PMBus using the LPC microcontroller

How to calculate the value of crystal load capacitors?

Oscillator

The following formula may be used to calculate a parallel resonant crystal's external load capacitors:
CL = ((CX1 x CX2) / (CX1 + CX2)) + Cstray
where:
CL = the crystal load capacitance
Cstray = the stray capacitance in the oscillator circuit, which will normally be in the 2pF to 5pF range.

Assuming that CX1=CX2 then the equation becomes:
CL = ((CX1 x CX1) / (2 x CX1)) + Cstray
CL = (CX1 / 2) + Cstray
Rearranging the equation, we can find the external load capacitor value:
CX1 = 2(CL - Cstray)

For example, if the crystal load capacitance is 15pF, and assuming Cstray=2pF, then:

Syndicate content
feedback