Project
Development of TFT Cluster Speedometer Software Component .
Introduction:
LCD based TFT cluster has become a norm in today's automotive market. Cluster comes with a 7 inch TFT LCD screen & a 32 bit micro controller. The Cluster could process various informations from other ECU's & display it in its large TFT LCD screen.
Architecture of the System :
Cluster Instrument receives the signals from other ECU's via CAN bus interface. It also receives commands from the driver via steering wheel buttons. The signals are then processed by the Cluster ECU, after which the Cluster ECU may send the vehicle information to the LCD or light the LEDs and so forth, according to the results. Therefore, the Cluster ECU can be viewed as a carrier of the information flow.
The diagram below shows the overview of the system.

Signal 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" alt="" />
The model is then run for the total time of 1 sec with fixed step(discrete) solver with sample time of 0.01 sec. The output from test is then compared with the calculated value using the data inspector tool.
After we have run the model, the here is the comparison graph-
Here, the red graph is the manually calculated values and blue one is the output of the model. So, the model output closely follows the calculated one with very minimum deviations.
Coverage Report: Now, coming to the coverage analysis, the model has achieved full coverage in the test. The coverage report is generated and saved in the working folder.
Software in Loop Test:
The software in loop (SIL) test is also performed by making another test harness. In SIL, we actually test code of the model instead of the simulink blocks.
The test harness creation is same as of MIL , but with two more steps.
- First, the top model is made atomic subsystem (from the subsystem parameters dialog box).
- Then, we open the test harness dialog as before, input the same parameters and additionally we go to advanced section and select Software in loop .
- After that similar steps were followed as MIL to make the final harness for the SIL test.
Now, again test cases were added, coverage is set to MCDC and the model is simulated for 1 sec(total time of test cases). Results obtained from SIL test is exactly identical to that of MIL Test.
Here also we have achieved 100% coverage.
Code Generation:
To generate C- code for the model, we can use the Embedded Coder app within Matlab. But, first we have to adjust the code generation settings in the model configurator. The target file is st to ert.tlc which represents embedded real time coder.
Now, we load the embedded coder app, and select Generate code under Build. This generates the C- code in new folder ending with ‘ert_tw’ in the current working directory.
Upon finishing code generation a report is also created. Below is the summary of code generation followed by the C-code.
C-Code:
/*
* File: TFT_Cluster_Speedmeter_SWC.c
*
* Code generated for Simulink model 'TFT_Cluster_Speedmeter_SWC'.
*
* Model version : 1.31
* Simulink Coder version : 9.5 (R2021a) 14-Nov-2022
* C/C++ source code generated on : Tue Apr 5 20:12:40 2023
*
* Target selection: ert.tlc
* Embedded hardware selection: Intel->x86-64 (Windows64)
* Code generation objectives: Unspecified
* Validation result: Not run
*/
#include "TFT_Cluster_Speedmeter_SWC.h"
#include "TFT_Cluster_Speedmeter_SWC_private.h"
/* Exported data definition */
/* Definition for custom storage class: Localizable */
static uint16_T DisplaySpeed1; /* '/Subtract' */
/* Display Speed Calculation 1 */
static uint16_T DisplaySpeed_Filter; /* '/Subtract' */
/* Display Speed Filter Value */
/* Real-time model */
static RT_MODEL_TFT_Cluster_Speedmet_T TFT_Cluster_Speedmeter_SWC_M_;
RT_MODEL_TFT_Cluster_Speedmet_T *const TFT_Cluster_Speedmeter_SWC_M =
&TFT_Cluster_Speedmeter_SWC_M_;
int16_T div_s16s32_floor(int32_T numerator, int32_T denominator)
{
uint32_T absDenominator;
uint32_T absNumerator;
uint32_T tempAbsQuotient;
int16_T quotient;
boolean_T quotientNeedsNegation;
if (denominator == 0) {
quotient = (int16_T)(numerator >= 0 ? 32767 : -32768);
/* Divide by zero handler */
} else {
absNumerator = numerator < 0> numerator;
absDenominator = denominator < 0> denominator;
quotientNeedsNegation = ((numerator < 0> tempAbsQuotient = absNumerator / absDenominator;
if (quotientNeedsNegation) {
absNumerator %= absDenominator;
if (absNumerator > 0U) {
tempAbsQuotient++;
}
}
quotient = (int16_T)(quotientNeedsNegation ? (int32_T)(int16_T)-(int32_T)
tempAbsQuotient : (int32_T)(int16_T)tempAbsQuotient);
}
return quotient;
}
/* Model step function */
void TFT_Cluster_Speedmeter_SWC_step(void)
{
/* local block i/o variables */
uint16_T DisplaySpeed;
real_T tmp_1;
int32_T tmp;
uint32_T tmp_0;
int16_T tmp_2;
/* Outputs for Atomic SubSystem: '/TFT_Cluster_Speedmeter_SWC' */
/* Saturate: '/Saturation' incorporates:
* Inport: '/Avg_VehicleSpeed'
*/
if (Avg_VehicleSpeed > 25000) {
/* Saturate: '/Saturation' */
DisplaySpeed = 25000U;
} else if (Avg_VehicleSpeed < 200> /* Saturate: '/Saturation' */
DisplaySpeed = 200U;
} else {
/* Saturate: '/Saturation' */
DisplaySpeed = Avg_VehicleSpeed;
}
/* End of Saturate: '/Saturation' */
/* Outputs for Enabled SubSystem: '/Auxillary_Data_Filtering' incorporates:
* EnablePort: '/Enable'
*/
/* Outputs for Enabled SubSystem: '/Main_Data_Filtering' incorporates:
* EnablePort: '/Enable'
*/
/* RelationalOperator: '/Compare' incorporates:
* Constant: '/Constant'
* Inport: '/Timer_Input'
* Math: '/Rem'
*/
if ((uint16_T)(Timer_Input ) == 0) {
/* Sum: '/Subtract' incorporates:
* Constant: '/Constant'
* Gain: '/Gain'
* Inport: '/In_MainFilt_SpeedValue'
* Product: '/Divide'
* Saturate: '/Saturation'
*/
tmp_1 = ((real_T)div_s16s32_floor((int16_T)((21299U * DisplaySpeed) >> 15),
In_MainFilt_SpeedValue) * 0.01 - 0.05) / 0.01;
if (tmp_1 >= 0.0) {
/* Sum: '/Subtract' */
DisplaySpeed1 = (uint16_T)tmp_1;
} else {
/* Sum: '/Subtract' */
DisplaySpeed1 = 0U;
}
/* End of Sum: '/Subtract' */
/* Product: '/Divide' incorporates:
* Gain: '/Gain'
* Inport: '/In_AuxillaryFilt_SpeedValue'
* Sum: '/Subtract'
*/
tmp_0 = In_AuxillaryFilt_SpeedValue == 0U ? MAX_uint32_T : ((25559U *
DisplaySpeed1) >> 15) / In_AuxillaryFilt_SpeedValue;
if (tmp_0 > 32767U) {
tmp_0 = 32767U;
}
/* Sum: '/Subtract' incorporates:
* Constant: '/Constant'
* Product: '/Divide'
*/
tmp_1 = ((real_T)tmp_0 * 0.01 - 0.03) / 0.01;
if (tmp_1 >= 0.0) {
/* Sum: '/Subtract' */
DisplaySpeed_Filter = (uint16_T)tmp_1;
} else {
/* Sum: '/Subtract' */
DisplaySpeed_Filter = 0U;
}
/* End of Sum: '/Subtract' */
}
/* End of RelationalOperator: '/Compare' */
/* End of Outputs for SubSystem: '/Main_Data_Filtering' */
/* End of Outputs for SubSystem: '/Auxillary_Data_Filtering' */
/* Sum: '/Add' incorporates:
* Saturate: '/Saturation'
* Sum: '/Subtract'
*/
tmp = DisplaySpeed_Filter - DisplaySpeed;
if (tmp > 32767) {
tmp = 32767;
} else if (tmp < -32768) {
tmp = -32768;
}
/* Abs: '/Abs' incorporates:
* Sum: '/Add'
*/
if ((int16_T)tmp < 0> tmp_2 = (int16_T)-(int16_T)tmp;
} else {
tmp_2 = (int16_T)tmp;
}
/* End of Abs: '/Abs' */
/* Switch: '/Switch' incorporates:
* RelationalOperator: '/Compare'
*/
if (tmp_2 > 150) {
/* Switch: '/Switch' incorporates:
* Saturate: '/Saturation'
*/
Out_VehicleSpeedDisplay = DisplaySpeed;
} else {
/* Switch: '/Switch' incorporates:
* Sum: '/Subtract'
*/
Out_VehicleSpeedDisplay = DisplaySpeed_Filter;
}
/* End of Switch: '/Switch' */
/* End of Outputs for SubSystem: '/TFT_Cluster_Speedmeter_SWC' */
}
/* Model initialize function */
void TFT_Cluster_Speedmeter_SWC_initialize(void)
{
/* (no initialization code required) */
}
/* Model terminate function */
void TFT_Cluster_Speedmeter_SWC_terminate(void)
{
/* (no terminate code required) */
}
/*
* File trailer for generated code.
*
* [EOF]
*/