Introduction:
Multiplexed displays are electronic displays where the entire display is not driven at one time. Instead, sub-units of the display (typically, rows or columns for a dot matrix display or individual characters for a character orientated display, occasionally individual display elements) are multiplexed, that is, driven one at a time, but the electronics and the persistence of vision combine to make the viewer believe the entire display is continuously active.
10x8 LED dot matrix display:
Below figure illustrates the construction of a 10x8 LED dot matrix display.
SCROLLING TEXT IN 10x8 LED DOT MATRIX DISPLAY
DOWNLOAD COMPLETE SOURCE CODE + CIRCUIT DIAGRAM + HEX CODE (all in a ZIP archive) FROM BELOW:
![](https://lh3.googleusercontent.com/blogger_img_proxy/AEn0k_tOgbgc9SQdfx9exIeeCDcOhX0YBYlx8sLk8U1yZmQVkqcaMczVVDfAd3wbIHspHJA3m2uLct_Zj_EOQpsIjL9QGdjQ5ZBsmYRwyeh6HKH43g=s0-d)
Circuit explanation:
Programming:
Before doing a scrolling text,what i did is a still letter display.
Program to display a still letter 'F' in the display (example)
![](data:image/png;base64,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)
In the photo we can observe that the first 1/5 th of the letter is less brighter than the other 4 columns. Now, the last column is the brightest column compared to other 4. This happens due to the unequal loading in different columns. In first 1/5 th of the letter requires more number of LEDs to be active. This result in increased current. If the current increases, the voltage drop inside the CD4017 and PIC increases and thus the voltage across LED will be reduced which results in the unequal brightness. I can rectify this problem by some hardware modifications. But any way, i feel better choice is software modification. This problem is solved in scrolling text program, by including a scanning with in the column. So, at an instant, only a single LED will be active with in a column. This could be compared to the horizontal scanning in a TV.(even though here it is vertical).
Multiplexed displays are electronic displays where the entire display is not driven at one time. Instead, sub-units of the display (typically, rows or columns for a dot matrix display or individual characters for a character orientated display, occasionally individual display elements) are multiplexed, that is, driven one at a time, but the electronics and the persistence of vision combine to make the viewer believe the entire display is continuously active.
10x8 LED dot matrix display:
Below figure illustrates the construction of a 10x8 LED dot matrix display.
In the above figure, the rows are negative and columns are positive. Now, if I connect a single column to positive 3V and a single row to negative (0v), then the LED in place of the intersection of the corresponding row and column will glow. Now , if we select a single column(means a + volt at selected column) , say column 1 and multiple rows (means connect 0V to few selected rows), say row 1,2 & 8, then the selected 1,2 and 8 LEDs in column 1 will glow. Now if i shift the column(means shifting the positive voltage from column 1 to column 2), and if i change the row data ,then the new data will be displayed in column 2.
Now, if i continuously shift the column and provide row data corresponding to each column, then i can display the different row data (8 bit) in different columns...
. So, if one frame(10 column shift) is completed within 1/16 th of a second, then due to the persistence of vision of our eye, we will feel the entire columns are activated at a time, and thus we will see all the ten -8bit data corresponding to the 10 columns , at a time.........
Now, if a set of 8bit data (say 5x8 ) represents a letter, say , 'F' then we will see letter 'F' in the display.
SCROLLING TEXT IN 10x8 LED DOT MATRIX DISPLAY
DOWNLOAD COMPLETE SOURCE CODE + CIRCUIT DIAGRAM + HEX CODE (all in a ZIP archive) FROM BELOW:
Circuit explanation:
In the above circuit, the PIC16F877A provides the 8 bit row data. CD4017 is used to select the column one by one. Now, for shifting the column position, a clock is provided by the PIC to the CD4017. On every clock, the column is shifted .(from right to left in this case).
Note:
Here, I used a PIC16F877A microcontroller and a CD4017 johnson counter. But the 40 pin PIC16F877A is having more number of PORT pins, and thus there is no need of the CD4017 for this small display, and i could use some other port pins of the PIC to work as a johnson counter. But any way, i used a CD4017 just because, in the same circuit board, i could use other free PORT pins for some other purpose like LCD interfacing, USRT, SPI, PWM etc later...
Programming:
I am using Hi-Tech C compiler with MPLAB IDE for compiling the embedded C program and thereby generating the hex file which is to be loaded/burned to the PIC. There are many other C compilers, but i started with Hi-Tech C and I like it. So I am continuing with it....
Before doing a scrolling text,what i did is a still letter display.
Program to display a still letter 'F' in the display (example)
/* To display a still letter 'F' in the display */ #include<pic.h> #define _XTAL_FREQ 20e6 __CONFIG(0x3F3A); unsigned char i; void clock() { RB6=1; RB6=0; } void reset() { RB7=1; RB7=0; } void display(unsigned char c) { PORTD=c; /* to display 1/5th of letter */ __delay_ms(1); /* to display the data in a column for 1ms */ PORTD=255; /* to blank the display */ clock(); /* to give a clock to CD4017 for column multiplexing */ } void pic_init() { TRISD=0; TRISB6=0; TRISB7=0; } /* MAIN FUNCTION */ void main() { __delay_ms(100); pic_init(); /* to set out ports */ while(1) { reset(); /* to jump to first column from right */ display(0x7f); /* 1/5 portion of letter F */ display(0x6f); /* 1/5 portion of letter F */ display(0x6f); /* 1/5 portion of letter F */ display(0x6f); /* 1/5 portion of letter F */ display(0x01); /* 1/5 portion of letter F */ reset(); /* to jump to first column from right */ } } /*program end */
The above photo shows the letter 'F' in my 10x8 LED dotmatrix display .
In the photo we can observe that the first 1/5 th of the letter is less brighter than the other 4 columns. Now, the last column is the brightest column compared to other 4. This happens due to the unequal loading in different columns. In first 1/5 th of the letter requires more number of LEDs to be active. This result in increased current. If the current increases, the voltage drop inside the CD4017 and PIC increases and thus the voltage across LED will be reduced which results in the unequal brightness. I can rectify this problem by some hardware modifications. But any way, i feel better choice is software modification. This problem is solved in scrolling text program, by including a scanning with in the column. So, at an instant, only a single LED will be active with in a column. This could be compared to the horizontal scanning in a TV.(even though here it is vertical).
Scrolling text in this 10x8 LED dot matrix display:
In the case of scrolling display we need to create a buffer of 10 bytes and need to store the data to be displayed in a frame. Then after displaying a frame, we need to shift the data with in the array as shown below.
for(i=9;i>0;i--) { array[i]=array[i-1]; }
The above code shift the data in the array which is to be displayed as next shifted frame. Now, array[0] (the data to be displayed in first column from the right) is loaded with new data, which will be a fraction (1/5) of a 5x8 font. Now the new frame array is displayed for a particular interval of time (depending on the variable speed and delays used in the program).
Brightness is equalized by activating the column LEDs one by one , using a scanning with in the column.
In the above code, we can see that each font is a function. But that is not a good way. Better method is a look up table implementation for the font data so that they could be easily fetched without any if else condition and this decrease the access time and increase the efficiency..
Brightness is equalized by activating the column LEDs one by one , using a scanning with in the column.
for(j=0;j<9;j++) { PORTD=~(array[i]&(p));__delay_ms(.1);p<<=1; }
PROGRAM
/* Scrolling text in 10x8 LED dot matrix display */ #include<pic.h> #define _XTAL_FREQ 20e6 __CONFIG(0x3F3A); char array[10],p,j,s,i,still; void clock(){ RB6=1;RB6=0;} void reset(){ RB7=1;RB7=0;} void scroll(char a,char b,char c,char d,char e) //display function // { short int count=6; while(count>0) { array[0]=~a; a=b;b=c;c=d;d=e;e=255; reset(); for(s=0;s<still;s++) { for(i=0;i<10;i++) { p=1; for(j=0;j<9;j++) { PORTD=~(array[i]&(p));__delay_ms(.1);p<<=1; } clock(); } } for(i=9;i>0;i--) { array[i]=array[i-1]; } count--; } } ////////////////////////FONT DATA//////////////////////// void A(){scroll(0xC1, 0xB7, 0x77, 0xB7, 0xC1);} //letter A void B(){scroll(0x01, 0x6D, 0x6D, 0x6D, 0x93);} //letter B void C(){scroll(0x83, 0x7D, 0x7D, 0x7D, 0xBB);} // " void D(){scroll(0x01, 0x7D, 0x7D, 0xBB, 0xC7);} void E(){scroll(0x01, 0x6D, 0x6D, 0x6D, 0x7D);} void F(){scroll(0x01, 0x6F, 0x6F, 0x6F, 0x7F);} void G(){scroll(0x83, 0x7D, 0x65, 0x6D, 0xA3);} void H(){scroll(0x01, 0xEF, 0xEF, 0xEF, 0x01);} void I(){scroll(0x7D, 0x7D, 0x1, 0x7D, 0x7D);} void J(){scroll(0xF3, 0x7D, 0x7D, 0x03, 0x7F);} void K(){scroll(0x01, 0xEF, 0xD7, 0xBB, 0x7D);} void L(){scroll(0x01, 0xFD, 0xFD, 0xFD, 0xFD);} void M(){scroll(0x01, 0xBF, 0xDF, 0xBF, 0x01);} void N(){scroll(0x01, 0xBF, 0xDF, 0xEF, 0x01);} void O(){scroll(0x83, 0x7D, 0x7D, 0x7D, 0x83);} void P(){scroll(0x01, 0x6F, 0x6F, 0x6F, 0x9F);} void Q(){scroll(0x83, 0x7D, 0x75, 0x79, 0x81);} void R(){scroll(0x01, 0x6F, 0x6F, 0x6F, 0x91);} void S(){scroll(0x9B, 0x6D, 0x6D, 0x6D, 0xB3);} void T(){scroll(0x7F, 0x7F, 0x01, 0x7F, 0x7F);} void U(){scroll(0x03, 0xFD, 0xFD, 0xFD, 0x03);} void V(){scroll(0x07, 0xFB, 0xFD, 0xFB, 0x07);} void W(){scroll(0x01, 0xFB, 0xF7, 0xFB, 0x01);} void X(){scroll(0x39, 0xD7, 0xEF, 0xD7, 0x39);} void Y(){scroll(0x3F, 0xDF, 0xE1, 0xDF, 0x3F);} void Z(){scroll(0x79, 0x75, 0x6D, 0x5D, 0x3D);} //letter Z void D0(){scroll(0x83, 0x7D, 0x7D, 0x7D, 0x83);} //NUM 0 void D1(){scroll(0xDD, 0xBD, 0x1, 0xFD, 0xFD);} void D2(){scroll(0xBD, 0x79, 0x75, 0x6D, 0x9D);} void D3(){scroll(0x7B, 0x7D, 0x5D, 0x4D, 0x33);} void D4(){scroll(0xCF, 0xAF, 0x6F, 0xEF, 0x1);} void D5(){scroll(0xB, 0x5D, 0x5D, 0x5D, 0x63);} void D6(){scroll(0x83, 0x6D, 0x6D, 0x6D, 0xB3);} void D7(){scroll(0x79, 0x77, 0x6F, 0x5F, 0x3F);} void D8(){scroll(0x93, 0x6D, 0x6D, 0x6D, 0x93);} void D9(){scroll(0x9B, 0x6D, 0x6D, 0x6D, 0x83);} //NUM 9 void SP(){scroll(255,255,255,255,255);} //SPACE ///////////////////////////////////////// void main() { TRISD=0; TRISB6=0; TRISB7=0; still=20; //SPEED CONTROL while(1) { A(); B(); C(); D(); E(); F(); G(); H(); I(); J(); K(); L(); M(); N(); O(); P(); SP(); SP(); /* etc etc etc */ } } //PROGRAM END//
In the above code, we can see that each font is a function. But that is not a good way. Better method is a look up table implementation for the font data so that they could be easily fetched without any if else condition and this decrease the access time and increase the efficiency..
//////////////////////////////////////////////////////////////////// /* Scrolling text in 10x8 LED dot matrix display */ /* Improved code compared to previous one */ /*Implemented a look up table for font to increase the access time*/ /*vinodstanur@gmail.com http://blog.vinu.co.in */ //////////////////////////////////////////////////////////////////// #include<pic.h> #define _XTAL_FREQ 20e6 __CONFIG(0x3F3A); char array[10],p,j,s,i,still; extern const char font_5x7[95][5]; void clock(){ RB6=1;RB6=0;} void reset(){ RB7=1;RB7=0;} void scroll(char a,char b,char c,char d,char e) //display function // { short int count=6; while(count>0) { array[0]=a; a=b;b=c;c=d;d=e;e=0; reset(); for(s=0;s<still;s++) { for(i=0;i<10;i++) { p=1; for(j=0;j<9;j++) { PORTD=~(array[i]&(p));__delay_ms(.1);p<<=1; } clock(); } } for(i=9;i>0;i--) { array[i]=array[i-1]; } count--; } } void printf(const char *p) { while(*p) { scroll(font_5x7[*p-' '][0],font_5x7[*p-' '][1],font_5x7[*p-' '][2],font_5x7[*p-' '][3],font_5x7[*p-' '][4]); p++; } } //SPACE ///////////////////////////////////////// void main() { TRISD=0; TRISB6=0; TRISB7=0; still=20; //SPEED CONTROL while(1) { printf("HELLO WORLD "); printf("I am testing font..*!~_+=-/\\,.7895WMvuy...."); } } //look up table for font// const char font_5x7[95][5] = { {0x00,0x00,0x00,0x00,0x00}, // {0x00,0x00,0x7a,0x00,0x00}, // ! {0x00,0x70,0x00,0x70,0x00}, // " {0x14,0x3e,0x14,0x3e,0x14}, // # {0x10,0x2a,0x3e,0x2a,0x04}, // $ {0x64,0x08,0x10,0x26,0x00}, // % {0x14,0x2a,0x14,0x02,0x00}, // & {0x00,0x00,0x70,0x00,0x00}, // ' {0x00,0x3c,0x42,0x00,0x00}, // ( {0x00,0x42,0x3c,0x00,0x00}, // ) {0x00,0x2a,0x1c,0x2a,0x00}, // * {0x08,0x08,0x3e,0x08,0x08}, // + {0x00,0x01,0x06,0x04,0x00}, // , {0x08,0x08,0x08,0x08,0x00}, // - {0x00,0x06,0x06,0x00,0x00}, // . {0x04,0x08,0x10,0x20,0x00}, // / {0x00,0x3c,0x42,0x3c,0x00}, // 0 {0x00,0x22,0x7e,0x02,0x00}, // 1 {0x22,0x46,0x4a,0x32,0x00}, // 2 {0x44,0x52,0x52,0x6c,0x00}, // 3 {0x18,0x28,0x7e,0x08,0x00}, // 4 {0x74,0x52,0x52,0x4c,0x00}, // 5 {0x3c,0x52,0x52,0x0c,0x00}, // 6 {0x40,0x46,0x58,0x60,0x00}, // 7 {0x2c,0x52,0x52,0x2c,0x00}, // 8 {0x30,0x4a,0x4a,0x3c,0x00}, // 9 {0x00,0x36,0x36,0x00,0x00}, // : {0x01,0x36,0x34,0x00,0x00}, // ; {0x00,0x08,0x14,0x22,0x00}, // < {0x14,0x14,0x14,0x14,0x00}, // = {0x00,0x22,0x14,0x08,0x00}, // > {0x00,0x20,0x4a,0x30,0x00}, // ? {0x3c,0x42,0x5a,0x38,0x00}, // @ {0x3e,0x48,0x48,0x3e,0x00}, // A {0x7e,0x52,0x52,0x2c,0x00}, // B {0x3c,0x42,0x42,0x24,0x00}, // C {0x7e,0x42,0x42,0x3c,0x00}, // D {0x7e,0x52,0x52,0x42,0x00}, // E {0x7e,0x50,0x50,0x40,0x00}, // F {0x3c,0x42,0x4a,0x2e,0x00}, // G {0x7e,0x10,0x10,0x7e,0x00}, // H {0x00,0x42,0x7e,0x42,0x00}, // I {0x04,0x02,0x02,0x7c,0x00}, // J {0x7e,0x18,0x24,0x42,0x00}, // K {0x7e,0x02,0x02,0x02,0x00}, // L {0x7e,0x30,0x30,0x7e,0x00}, // M {0x7e,0x30,0x0c,0x7e,0x00}, // N {0x3c,0x42,0x42,0x3c,0x00}, // O {0x7e,0x48,0x48,0x30,0x00}, // P {0x3c,0x46,0x42,0x3d,0x00}, // Q {0x7e,0x48,0x4c,0x32,0x00}, // R {0x24,0x52,0x4a,0x24,0x00}, // S {0x00,0x40,0x7e,0x40,0x00}, // T {0x7c,0x02,0x02,0x7c,0x00}, // U {0x78,0x06,0x06,0x78,0x00}, // V {0x7e,0x0c,0x0c,0x7e,0x00}, // W {0x66,0x18,0x18,0x66,0x00}, // X {0x00,0x70,0x0e,0x70,0x00}, // Y {0x46,0x4a,0x52,0x62,0x00}, // Z {0x00,0x7e,0x42,0x42,0x00}, // [ {0x20,0x10,0x08,0x04,0x00}, // "\" {0x00,0x42,0x42,0x7e,0x00}, // ] {0x00,0x20,0x40,0x20,0x00}, // ^ {0x02,0x02,0x02,0x02,0x00}, // _ {0x00,0x40,0x20,0x00,0x00}, // ` {0x0c,0x12,0x14,0x1e,0x00}, // a {0x7e,0x12,0x12,0x0c,0x00}, // b {0x0c,0x12,0x12,0x00,0x00}, // c {0x0c,0x12,0x12,0x7e,0x00}, // d {0x0c,0x16,0x1a,0x08,0x00}, // e {0x08,0x3e,0x48,0x20,0x00}, // f {0x0a,0x15,0x15,0x19,0x00}, // g {0x7e,0x10,0x10,0x0e,0x00}, // h {0x00,0x12,0x5e,0x02,0x00}, // i {0x00,0x02,0x01,0x5e,0x00}, // j {0x7e,0x08,0x14,0x02,0x00}, // k {0x00,0x42,0x7e,0x02,0x00}, // l {0x1e,0x08,0x18,0x0e,0x00}, // m {0x1e,0x10,0x10,0x0e,0x00}, // n {0x0c,0x12,0x12,0x0c,0x00}, // o {0x1f,0x12,0x12,0x0c,0x00}, // p {0x0c,0x12,0x12,0x1f,0x00}, // q {0x1e,0x10,0x10,0x08,0x00}, // r {0x0a,0x1a,0x16,0x14,0x00}, // s {0x10,0x7c,0x12,0x02,0x00}, // t {0x1c,0x02,0x02,0x1e,0x00}, // u {0x00,0x1c,0x02,0x1c,0x00}, // v {0x1e,0x06,0x06,0x1e,0x00}, // w {0x12,0x0c,0x0c,0x12,0x00}, // x {0x18,0x05,0x02,0x1c,0x00}, // y {0x12,0x16,0x1a,0x12,0x00}, // z {0x00,0x10,0x3c,0x42,0x00}, // { {0x00,0x00,0x7e,0x00,0x00}, // | {0x00,0x42,0x3c,0x10,0x00}, // } {0x20,0x40,0x20,0x40,0x00}, // ~ };VIDEO OF SCROLLING TEXT (taken through my mobile)
This comment has been removed by the author.
ReplyDeleteIf any problem while compiling above code in latest version of Hi Tech C, then just post it here...Today, when I tried the above code in Hi Tech C latest version (at present 9.81) it is showing some errors as below:
ReplyDeleteError [984] D:\ELECTRONICS\new 2842011 c files\TEST.C; 44.9 type redeclared
Error [1098] D:\ELECTRONICS\new 2842011 c files\TEST.C; 44.9 conflicting declarations for variable "D" (C:\Program Files\HI-TECH Software\PICC\9.81\include\pic16f877a.h:902)
Error [314] D:\ELECTRONICS\new 2842011 c files\TEST.C; 44.9 ";" expected
Error [285] D:\ELECTRONICS\new 2842011 c files\TEST.C; 44.47 no identifier in declaration
Warning [374] D:\ELECTRONICS\new 2842011 c files\TEST.C; 44.47 missing basic type; int assumed
Error [314] D:\ELECTRONICS\new 2842011 c files\TEST.C; 44.47 ";" expected
Error [984] D:\ELECTRONICS\new 2842011 c files\TEST.C; 56.9 type redeclared
Error [1098] D:\ELECTRONICS\new 2842011 c files\TEST.C; 56.9 conflicting declarations for variable "P" (C:\Program Files\HI-TECH Software\PICC\9.81\include\pic16f877a.h:897)
Error [314] D:\ELECTRONICS\new 2842011 c files\TEST.C; 56.9 ";" expected
Error [285] D:\ELECTRONICS\new 2842011 c files\TEST.C; 56.47 no identifier in declaration
Warning [374] D:\ELECTRONICS\new 2842011 c files\TEST.C; 56.47 missing basic type; int assumed
Error [314] D:\ELECTRONICS\new 2842011 c files\TEST.C; 56.47 ";" expected
Error [984] D:\ELECTRONICS\new 2842011 c files\TEST.C; 58.9 type redeclared
Error [1098] D:\ELECTRONICS\new 2842011 c files\TEST.C; 58.9 conflicting declarations for variable "R" (C:\Program Files\HI-TECH Software\PICC\9.81\include\pic16f877a.h:901)
Error [314] D:\ELECTRONICS\new 2842011 c files\TEST.C; 58.9 ";" expected
Error [285] D:\ELECTRONICS\new 2842011 c files\TEST.C; 58.47 no identifier in declaration
Warning [374] D:\ELECTRONICS\new 2842011 c files\TEST.C; 58.47 missing basic type; int assumed
Error [314] D:\ELECTRONICS\new 2842011 c files\TEST.C; 58.47 ";" expected
Error [984] D:\ELECTRONICS\new 2842011 c files\TEST.C; 59.9 type redeclared
Error [1098] D:\ELECTRONICS\new 2842011 c files\TEST.C; 59.9 conflicting declarations for variable "S" (C:\Program Files\HI-TECH Software\PICC\9.81\include\pic16f877a.h:896)
Error [314] D:\ELECTRONICS\new 2842011 c files\TEST.C; 59.9 ";" expected
Error [285] D:\ELECTRONICS\new 2842011 c files\TEST.C; 59.47 no identifier in declaration
Warning [374] D:\ELECTRONICS\new 2842011 c files\TEST.C; 59.47 missing basic type; int assumed
Error [314] D:\ELECTRONICS\new 2842011 c files\TEST.C; 59.47 ";" expected
Error [183] D:\ELECTRONICS\new 2842011 c files\TEST.C; 88.18 function or function pointer required
Advisory[1] too many errors (21)
********** Build failed! **********
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SO JUST CHANGE THE void A(), void B(), etc etc to void _A_(), void _B_(), etc etc... and compile it.....
this is gourav, and i m new in embedded.
ReplyDeletei gnerate a pattern but i don't under stood how to scroll...please help me....
hi thanks for ur valuable one. now i have one doubt. if i want to connect more than 2 8x8 matrix led display, then what change has to made in ur coding and hardware part? please reply me by mail plz urgent. thank you very much.
ReplyDeleteamanikandan.be89@gmail.com
ullu na banavo...rows badhi sarkhi j lage che
ReplyDeleteULLU MAT BANAO..
may you sagest me, this topic in code vision compiling with atmega8 ic.
ReplyDeletethanks
how to do if we want to make the display more than 10 colom.
ReplyDeleteplease replay.
thanks
can this program be used to in 8x8x8 led matirx and can i also get the schematic diagram of the above ?
ReplyDeletecan 74hc595 be used with cd4017 to scroll the word?
please do reply if u have the answer, it would so gratful of u, please mail me at rajesh_200@ymail.com
hello Sir! I'm interested in trying out your project, can i get your full circuit diagram for the above project 10*8 led dot matrix display? it would be really grateful Sir. Please email me at agastya_21@hotmail.com. thank your very much Sir!
ReplyDeleteYou didn't seen any circuit diagram here?!!!
ReplyDeleteSir! I can't download the (DOWNLOAD COMPLETE SOURCE CODE + CIRCUIT DIAGRAM + HEX CODE (all in a ZIP archive) FROM BELOW:)
ReplyDeleteProgramming Target (12/14/2012 3:13:10 PM)
ReplyDeletePIC16F876A found (b2)
Erasing Target
Programming Program Memory (0x0 - 0xA17)
Programming Program Memory (0xA20 - 0xA27)
Programming Program Memory (0xA40 - 0xA7F)
Programming Program Memory (0xAC0 - 0xAFF)
Programming Program Memory (0xB40 - 0xB7F)
Programming Program Memory (0xBC0 - 0xBFF)
Programming Program Memory (0xC40 - 0xC7F)
Programming Program Memory (0xCC0 - 0xCFF)
Programming Program Memory (0xD40 - 0xD7F)
Programming Program Memory (0xDC0 - 0xDFF)
Programming Program Memory (0xE40 - 0xE7F)
Programming Program Memory (0xEC0 - 0xEFF)
Programming Program Memory (0xF40 - 0xF7F)
Programming Program Memory (0xFC0 - 0x12FF)
Programming Program Memory (0x1340 - 0x137F)
Programming Program Memory (0x13C0 - 0x13FF)
Programming Program Memory (0x1440 - 0x147F)
Programming Program Memory (0x14C0 - 0x14FF)
Programming Program Memory (0x1540 - 0x157F)
Programming Program Memory (0x15C0 - 0x15FF)
Programming Program Memory (0x1640 - 0x167F)
Programming Program Memory (0x16C0 - 0x16FF)
Programming Program Memory (0x1740 - 0x177F)
Programming Program Memory (0x17C0 - 0x1987)
Programming Program Memory (0x19C0 - 0x19FF)
Programming Program Memory (0x1A40 - 0x1A7F)
Programming Program Memory (0x1AC0 - 0x1AFF)
Programming Program Memory (0x1B40 - 0x1B7F)
Programming Program Memory (0x1BC0 - 0x1BFF)
Programming Program Memory (0x1C40 - 0x1C7F)
Programming Program Memory (0x1CC0 - 0x1CFF)
Programming Program Memory (0x1D40 - 0x1D7F)
Programming Program Memory (0x1DC0 - 0x1DFF)
Programming Program Memory (0x1E40 - 0x1E7F)
Programming Program Memory (0x1EC0 - 0x1EFF)
Programming Program Memory (0x1F40 - 0x1F7F)
Programming Program Memory (0x1FC0 - 0x1FFF)
Verifying Program Memory (0x0 - 0xA17)
PK2Error0027: Failed verify (Address = 0x9FD - Expected Value 0x1 - Value Read 0x0)
PICkit 2 Ready
WHAT IS THIS ERROR I CANT FIX IT PLEASE HELP ME
Make: The target "C:\Users\speedy gonzales\Desktop\code.o" is out of date.
ReplyDeleteExecuting: "C:\Program Files\Microchip\MPASM Suite\MPASMWIN.exe" /q /p16F877A "code.asm" /l"code.lst" /e"code.err" /d__DEBUG=1
Error[105] C:\USERS\SPEEDY GONZALES\DESKTOP\CODE.ASM 1 : Cannot open file (Include File "pic.h" not found)
Warning[205] C:\USERS\SPEEDY GONZALES\DESKTOP\CODE.ASM 3 : Found directive in column 1. (__CONFIG)
Error[122] C:\USERS\SPEEDY GONZALES\DESKTOP\CODE.ASM 4 : Illegal opcode (array)
Warning[205] C:\USERS\SPEEDY GONZALES\DESKTOP\CODE.ASM 5 : Found directive in column 1. (extern)
Error[149] C:\USERS\SPEEDY GONZALES\DESKTOP\CODE.ASM 5 : Directive only allowed when generating an object file
Error[122] C:\USERS\SPEEDY GONZALES\DESKTOP\CODE.ASM 6 : Illegal opcode (clock)
Error[122] C:\USERS\SPEEDY GONZALES\DESKTOP\CODE.ASM 7 : Illegal opcode (reset)
Error[122] C:\USERS\SPEEDY GONZALES\DESKTOP\CODE.ASM 8 : Illegal opcode (scroll)
Error[108] C:\USERS\SPEEDY GONZALES\DESKTOP\CODE.ASM 9 : Illegal character ({)
Warning[207] C:\USERS\SPEEDY GONZALES\DESKTOP\CODE.ASM 10 : Found label after column 1. (short)
Error[122] C:\USERS\SPEEDY GONZALES\DESKTOP\CODE.ASM 10 : Illegal opcode (int)
Error[139] C:\USERS\SPEEDY GONZALES\DESKTOP\CODE.ASM 112 : Maximum of 100 lines inside WHILE-ENDW
Error[129] C:\USERS\SPEEDY GONZALES\DESKTOP\CODE.ASM 157 : Expected (ENDW)
Error[129] C:\USERS\SPEEDY GONZALES\DESKTOP\CODE.ASM 158 : Expected (END)
Halting build on first failure as requested.
this is an awesome project! :) just have some questions.. what if i wanted a matrix with more than 10 columns? how can i cascade the 4017 ics? thanks sir :)
ReplyDeleteplease post circuit diagram and asm code for scrolling text on single colored one 8*8 dot matrix using at89s52,74hc595,uln2803.
ReplyDeletedo u have the proteus simulation of this system? if do then please mail me at rajesh_200@ymail.com
ReplyDeleteDOWNLOAD COMPLETE SOURCE CODE + CIRCUIT DIAGRAM + HEX CODE (all in a ZIP archive) FROM BELOW: ? Where ??
ReplyDeleteWhat are changes for 16f876A please any one help me
ReplyDeleteSir how can I increase the column more then 10?, please kindly send the circuit diagram and program code to my my email id. Sir it's urgent. my email id pinkudeka03@gmail.com
ReplyDeletenice your creation wish to more intelligence
ReplyDeletehow to download .zip file . ur file was corrupted pls help
ReplyDeleteSir. its nice but Where should i Download all files?
ReplyDeletehow to increase the column ? how to connect next cd 4017 ?
ReplyDeletesir how to scrolling 20 pin column in 8051 controller?
ReplyDeleteThis comment has been removed by the author.
ReplyDeleteI’ve found LED billboards to be more versatile and effective than traditional signs. Do you know how to make it look like a 3d?
ReplyDeletei need the program on atmega or kile email me at amgain04@gmail.com
ReplyDeleteprovide me complete circuit diagram of its plez
ReplyDeleteit is real guide for making led matrix thanks, how i can add more column in this project
ReplyDeleteWhat a adorable article, I really found this article helpful for me. I really like and appreciated your work. You have done good job. Keep sharing useful article like this.
ReplyDeleteDoogee Phone
can u explain the following code? i cant understand
ReplyDeletePORTD=~(array[i]&(p));__delay_ms(.1);p<<=1;
how can i add more display?
ReplyDeletehow can increase the column
ReplyDeleteNot working in proteus.Pls help :-(
ReplyDeletePhotonplay is one of the leading manufacturers of Electronic Display Board and signs and supplies various electronic display boards and related equipments in the domestic as well as international market.
ReplyDeleteI am rajiv I understand your program but I can't understand p<<=1 line plase explain
ReplyDeletemy email. :tnctvl@gmail.com
Cd4017 only use 10x8 how to use 20x8 or 40x8 or 80x8
ReplyDeleteYour have any idea
How this font look up table works... somebody please explain..... how it points to the correct alphabet
ReplyDeletetks sir..its very use ful
ReplyDeleteThere is a problem with __CONFIG(0x3F3A);please help me to solve this.
ReplyDeleteHello Sir,
ReplyDeleteI am a hobbyist of electronics. Would you explain the 26th number line. I have spent huge amount of time to understand but ended in smoke. Please help me. I have mentioned the portion of the code bellow.
for(j=0;j<9;j++)
{
PORTD=~(array[i]&(p));__delay_ms(.1);p<<=1;
}
Hi Vinod,
ReplyDeleteyour download link is dead,can you please update this?
Hi. Please I am new to programming and microcontrollers, but I do love the concept.
ReplyDeletehi, how to program this circuit.
ReplyDeleteI am a beginner
Thanks for all the hard work. Appreciate the brushes, which are very well done. Keep up the good work.
ReplyDeleteMoving Display Board
Why the error show undefined delay?
ReplyDeleteCan u help me to solve it?
Email: fang-0104@hotmail.com
good.
ReplyDeletei m not able to download the COMPLETE SOURCE CODE + CIRCUIT DIAGRAM + HEX CODE (all in a ZIP archive) plz help
ReplyDeletebro help me
ReplyDeletei tried to compile the code using mikroc but it displays error
ReplyDeletethe first error was ; cannot load pic.h . please help
can i using pic 16f84a
ReplyDeleteSir! I can't download the file from link you provided:
ReplyDelete(DOWNLOAD COMPLETE SOURCE CODE + CIRCUIT DIAGRAM + HEX CODE (all in a ZIP archive) FROM BELOW.
It shows the error page address doesnot exist .
Can yiu send me the zip file to my email id:
Kadalilokesh36@gmail.com
Thank you
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DOWNLOAD COMPLETE SOURCE CODE + CIRCUIT DIAGRAM + HEX CODE (all in a ZIP archive) FROM BELOW: how to download this link
ReplyDeleteDOWNLOAD COMPLETE SOURCE CODE + CIRCUIT DIAGRAM + HEX CODE (all in a ZIP archive) FROM BELOW: how to download this link
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