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+\documentclass[11pt,norsk]{elsys-design} + +\input{clangTex} + +\heading{Designnotat} +\title{FSK-Demodulator} +\author{Øyvind Skaaden} +\version{2.0} +\date{\today} + +\begin{document} + +\maketitle + +%Automatisk generert innholdsfortegnelse:------------------ +\toc + +%Selve rapporten:------------------------------------------ +\section{Problembeskrivelse} +\label{sec:innledning} + +\begin{figure}[!htbp] + \centering + \includegraphics[width=0.6\textwidth]{figurer/innledning.pdf} + \caption{En prinsipiell FSK-demodulator. Har inngangen $r(t)$ og utgangene $b(t)$ og $u(t)$.} + \label{fig:problem} +\end{figure} + +Det å overføre data er en viktig oppgave innenfor elektronikk. Det kan gjøres på veldig mange måter, som for eksempel å gjøre det direkte ved å sende digitale pulser. Men i andre tilfeller ønsker vi at signalet skal være så simpelt som overhodet mulig. + +Et sinus-signal har den egenskapen at den er veldig enkel og har en veldig definert oppførsel gjennom veldig mange systemer og medier. Si hvis du skal sende et radio-signal er et sinus-signal ofte det beste signalet. Men hvordan skal vi overføre informasjon gjennom et sinus-signal? Igjen er det mange måter å gjøre det på men en av de er å endre litt på frekvensen til signalet, såkalt FSK (Frekvensskift-modulasjon \cite{fsk-wiki}). + +For å lese av informasjonen som er modulert av FSK, må vi ha en FSK-demodulator som i \autoref{fig:problem}. + + +Her vil systemet ta inn et FSK-signal på inngangen $r(t)$, og utgangen $b(t)$ vil være det demodulerte signalet. Utgangen $u(t)$ vil fortelle status på om det kommer inn et FSK-signal som demoduleres til ugangen $b(t)$. + +Inngangssignalet vil inneholde to frekvensen $f_0 $ og $f_1 $. Vi ønsker at $b(t) = \text{HØY}$ når $f_1 $ er på inngangen $r(t)$ og $b(t) = \text{LAV}$ når $f_0 $ er på inngangen $r(t)$. + +Den ferdige demodulatoren må også ha et areal mindre enn $4\text{cm}^{2}$. + +\section{Prinsipiell løsning} +\label{sec:prinsipielllosning} + +Det å lage en enkel FSK-demodulator, kan gjøres på mange måter. Det går ann å bruke digital signalprossesering og digitale filtere for å oppnå ønsket oppførsel. Men her baseres vi oss på å måle perioden på signalet som kommer. + +Det er ønskelig å lage et firkantpuls-tog med samme frekvens som inngangssignalet, fordi det er mye letter å måle perioden, eller bredden, på signalet med et signal med en brå kant når det skal leses av med en mikrokontroller. + +Vi trenger en komparator som kan gjøre om et sinussignal til et firkantpuls-tog med samme frekvens. En enkel komparatorkrets er som i \autoref{circ:komparator}. + +\begin{figure} + \centering + \begin{circuitikz}[scale=1, every node/.style={transform shape}] + \draw + (0,0) node[op amp,yscale=-1](opamp){} + (opamp.up) node[ground] {} -- (opamp.up) + (opamp.down) ++ (0,.5) node[opampuplbl] {$5V$} -- (opamp.down) + + (opamp.+) to [short, -*] ++(-2,0) coordinate(inn) + to [R, l=$R_1$] ++(0,2) coordinate(R1) + (R1) node[opampuplbl] {$5V$} + (inn) -- ++(0,-1) + to [R, l_=$R_2$] ++(0,-2) node[ground] {} + + (inn) to [C, l=$C_1$, -o] ++(-2,0) node[left] {Signal inn} + + (opamp.-) to [short, -*] ++(-1,0) coordinate(minus) + to [R, l=$R_4$] ++(0,-2) node[ground] {} + (minus) -- ++(0,1) + to [R, l_=$R_3$] ++(0,2) coordinate(R3) + (R3) node[opampuplbl] {$5V$} + + (opamp.out) to [short, -o] ++(1,0) node[right, text width=3cm] {Firkant ut, til mikrokontroller} + ; + \end{circuitikz} + \caption{Enkel komparator-krets for enkel strømforsyning. Tar inn et periodisk signal, og på utgangen er det et firkanpuls-tog med samme periode.} + \label{circ:komparator} +\end{figure} + +Komparatoren har en spennings-bias på inngangene. Dette er for at den skal kunne fungere med en enkel spenningskilde. Da lager vi en virtuel jord med mostandene $R_3 $ og $R_4 $ og flytter nullpunktet til inngangen like mye. For enkelhetens skyld, pleier alle motstandene å være like store, i størrelsesorden $1k\Omega$ til $100k\Omega$ grunnet komparatoren. Kondensatoren $C_1 $ må kun være tilstrekkelig stor for å ikke endre på det orginale signalet. + +Ved å ha signalet som er firkantpuls med samme periode eller frekvens som det orginale signalet kan vi bruke signalet til å trigge en interupt på en mikrokontroller og måle perioden mellom interuptsene. Vi kan da enkelt regne ut frekvensen med \eqref{eq:periodeFreq}, der perioden er $T$ og frekvensen $f$. + +\begin{align} + f = \frac{1}{T} \label{eq:periodeFreq} +\end{align} + +Etter å ha regnet ut frekvensen er det så enkelt som å sjekke om frekvensen som leses er enten $f_0 $ eller $f_1 $ for å så sette utgangene $b(t)$ og $u(t)$ etter kravene i \autoref{sec:innledning}. + +\section{Realisering og test} +\label{sec:realisering} +\subsection{Realisering} + +For å realisere kretsen vil vi bruke en Arduino Uno, med mikrokontrolleren ATmega328P \cite{atmega}. Denne finnes i to størrelser, der den ene er under $1\text{cm}^{2}$. Vi kommer også til å bruke en LF353-P \cite{opamp} operasjons-forsterker som komparator. + +Som motstander bruker vi $20k\Omega$ motstander. Dette vil sette spenningsbiasen inn på komparatoren til ca $2.5$V. Kondensatoren ble valgt til $1\mu$F. + +Vi velger utganene D6 og D7 på mikrokontrolleren som utganger til henholdsvis $u(t)$ og $b(t)$. Biblioteket som blir brukt til å måle frekvensen bruker pinne D8. Så inngangen $r(t)$ skal inn på D8. + +Biblioteket som blir brukt heter \textit{FreqMeassure} \cite{freqMes}. Det måler frekvensen på pinne D8 på en Arduino. Frekvensen kan da taes gjennomsnitt av og deretter brukes til å bestemme hvordan $u(t)$ og $b(t)$ skal oppføre seg. Biblioteket krever også at signalet er enten logisk høy eller lav, altså et firkantpuls-tog. + +Ferdig krets som i \autoref{fig:ferdigKrets}. + +\begin{figure}[!htpb] + \centering + \includegraphics[width=\textwidth]{figurer/FerdigKrets.pdf} + \caption{Den ferdige kretsen med ferdig oppkoblede pinner på Arduinoen. } + \label{fig:ferdigKrets} +\end{figure} + +For å finne frekvensene FSK-demodulatoren skal fungere på, så sjekker vi lydsignalet med en spektrumanalysator. Ut i fra målinger gjort i \autoref{fig:maaling}, så ser vi at frekvensene er $f_0 = 325$Hz og $f_1 = 750$Hz. Bruker dette i koden som kan leses i \autoref{sec:code}. + +\begin{figure}[!htbp] + \centering + \includegraphics[width=\textwidth]{figurer/maalingavfrekvenser.png} + \caption{Måling av frekvenser i lydsignal. Den røde linjen er $f_0$ og den blå linjen for $f_1$.} + \label{fig:maaling} +\end{figure} + +\subsection{Test} +\label{sec:test} + +Etter å ha skrevet inn frekvensene i koden, så klarer Arduinoen å demodulere signalet i signalet som skal testes. Se \autoref{fig:bt}, \autoref{fig:ut} og \autoref{fig:btut}. + +\begin{figure}[!htbp] + \centering + \includegraphics[width=\textwidth]{figurer/maalingavbt.png} + \caption{Demodulering av FSK signalet, den gule linjen er det detmodulerte signalet $b(t)$, det blå er inngangssignalet $r(t)$. De partinene med liten amplitude er $750$Hz og de med stor er $325$Hz.} + \label{fig:bt} +\end{figure} + +\begin{figure}[!htbp] + \centering + \includegraphics[width=\textwidth]{figurer/maalingavut.png} + \caption{Demodulering av FSK signalet, den gule linjen er signalet $u(t)$ som sier om det er et demodulert signal, og det blå er inngangssignalet $r(t)$. De partinene med liten amplitude er $750$Hz og de med stor er $325$Hz.} + \label{fig:ut} +\end{figure} + +\begin{figure}[!htbp] + \centering + \includegraphics[width=\textwidth]{figurer/maalingavbtut.png} + \caption{Demodulering av FSK signalet, den gule linjen er det detmodulerte signalet $b(t)$, det blå er $u(t)$. } + \label{fig:btut} +\end{figure} + + +Den realiserte kretsen ser ut som i \autoref{fig:kretsIRL}. Det totale arealet overstiger ikke $4\text{cm}^2$. Det ser kanskje ikke sånn ut, men breadboard tar veldig mye plass. + +\begin{figure}[!htbp] + \centering + \includegraphics[width=\textwidth]{figurer/krets.jpg} + \caption{Realisert krets, signalet $r(t)$ går inn ved kondensatoren, $u(t)$ kommer ut på D6, $b(t)$ kommer ut på D7.} + \label{fig:kretsIRL} +\end{figure} + + + +\section{Konklusjon} +\label{sec:konklusjon} + +Kretsen gjorde det den skal gjøre, ved å måle frekvensen ved hjelp av et bibliotek til Arduino. Siden det kun er to variabler som styrer hvilke frekvenser som skal brukes i demoduleringen, er det også en veldig enkel demodulator å bruke. Den kunne vært gjort mindre ved å ikke bruke et breadboard, men klarer å fremdeles ha et totalareal på under $4\text{cm}^2$. + +\clearpage +%Bibliografi: Legg til flere elementer ved å legge til flere \bibitem:-------- +\phantomsection +\addcontentsline{toc}{section}{Referanser} +\begin{thebibliography}{99} + +\bibitem{fsk-wiki} + Wikipedia contributors. (2019, November 10). \textit{Frequency-shift keying}. In Wikipedia, The Free Encyclopedia. Retrieved 18:13, November 19, 2019, from \url{https://en.wikipedia.org/w/index.php?title=Frequency-shift_keying&oldid=925429929} + +\bibitem{atmega} + ATMEL. (2009). \textit{ATmega328P, Rev. 8025I–AVR–02/09}. \url{https://www.sparkfun.com/datasheets/Components/SMD/ATMega328.pdf} + +\bibitem{opamp} + Texas Instruments. (2009). \textit{LF353 Wide-Bandwidth JFET-Input Dual Operational Amplifier}. SLOS012C –MARCH 1987–REVISED MARCH 2016. \url{http://www.ti.com/lit/ds/symlink/lf353.pdf} + +\bibitem{freqMes} + PJRC, (Hentet 19. november 2019). \textit{FreqMeasure Library}. \url{https://www.pjrc.com/teensy/td_libs_FreqMeasure.html} + +\bibitem{notat} + L. Lundheim. (05.11.2019). \textit{Teknisk Notat: Digital kommunikasjon med FSK, v.3}. NTNU, Elsys-2017-LL-1.2. + +\end{thebibliography}{} + +\clearpage +\appendix +%Tillegg. Flere tillegg legges til ved å lage flere sections:----------------- +\section{Kode til arduino} +\label{sec:code} + +\lstinputlisting[style=CStyle]{D9Arduino/D9Arduino.ino} + + +\end{document} diff --git a/D9/D9.tex.old b/D9/D9.tex.old new file mode 100644 index 0000000..fb1844e --- /dev/null +++ b/D9/D9.tex.old @@ -0,0 +1,196 @@ +%Dokumentinnstillinger:--------------------------------- +\documentclass[11pt,norsk]{elsys-design} + +\input{clangTex} + +\heading{Designnotat} +\title{FSK-Demodulator} +\author{Øyvind Skaaden} +\version{1.0} +\date{\today} + +\begin{document} + +\maketitle + +%Automatisk generert innholdsfortegnelse:------------------ +\toc + +%Selve rapporten:------------------------------------------ +\section{Problembeskrivelse} +\label{sec:innledning} + +\begin{figure}[!htbp] + \centering + \includegraphics[width=0.6\textwidth]{figurer/innledning.pdf} + \caption{En prinsipiell FSK-demodulator. Har inngangen $r(t)$ og utgangene $b(t)$ og $u(t)$.} + \label{fig:problem} +\end{figure} + +Det å overføre data er en viktig oppgave innenfor elektronikk. Det kan gjøres på veldig mange måter, som for eksempel å gjøre det direkte ved å sende digitale pulser. Men i andre tilfeller ønsker vi at signalet skal være så simpelt som overhodet mulig. + +Et sinus-signal har den egenskapen at den er veldig enkel og har en veldig definert oppførsel gjennom veldig mange systemer og medier. Si hvis du skal sende et radio-signal er et sinus-signal ofte det beste signalet. Men hvordan skal vi overføre informasjon gjennom et sinus-signal? Igjen er det mange måter å gjøre det på men en av de er å endre litt på frekvensen til signalet, såkalt FSK (Frekvensskift-modulasjon \cite{fsk-wiki}). + +For å lese av informasjonen som er modulert av FSK, må vi ha en FSK-demodulator som i \autoref{fig:problem}. + + +Her vil systemet ta inn et FSK-signal på inngangen $r(t)$, og utgangen $b(t)$ vil være det demodulerte signalet. Utgangen $u(t)$ vil fortelle status på om det kommer inn et FSK-signal som demoduleres til ugangen $b(t)$. + +Inngangssignalet vil inneholde to frekvensen $f_0 $ og $f_1 $. Vi ønsker at $b(t) = \text{HØY}$ når $f_1 $ er på inngangen $r(t)$ og $b(t) = \text{LAV}$ når $f_0 $ er på inngangen $r(t)$. + +Den ferdige demodulatoren må også ha et areal mindre enn $4\text{cm}^{2}$. + +\section{Prinsipiell løsning} +\label{sec:prinsipielllosning} + +Det å lage en enkel FSK-demodulator, kan gjøres på mange måter. Det går ann å bruke digital signalprossesering og digitale filtere for å oppnå ønsket oppførsel. Men her baseres vi oss på å måle perioden på signalet som kommer. + +Det er ønskelig å lage et firkantpuls-tog med samme frekvens som inngangssignalet, fordi det er mye letter å måle perioden, eller bredden, på signalet med et signal med en brå kant når det skal leses av med en mikrokontroller. + +Vi trenger en komparator som kan gjøre om et sinussignal til et firkantpuls-tog med samme frekvens. En enkel komparatorkrets er som i \autoref{circ:komparator}. + +\begin{figure} + \centering + \begin{circuitikz}[scale=1, every node/.style={transform shape}] + \draw + (0,0) node[op amp,yscale=-1](opamp){} + (opamp.up) node[ground] {} -- (opamp.up) + (opamp.down) ++ (0,.5) node[opampuplbl] {$5V$} -- (opamp.down) + + (opamp.+) to [short, -*] ++(-2,0) coordinate(inn) + to [R, l=$R_1$] ++(0,2) coordinate(R1) + (R1) node[opampuplbl] {$5V$} + (inn) -- ++(0,-1) + to [R, l_=$R_2$] ++(0,-2) node[ground] {} + + (inn) to [C, l=$C_1$, -o] ++(-2,0) node[left] {Signal inn} + + (opamp.-) to [short, -*] ++(-1,0) coordinate(minus) + to [R, l=$R_4$] ++(0,-2) node[ground] {} + (minus) -- ++(0,1) + to [R, l_=$R_3$] ++(0,2) coordinate(R3) + (R3) node[opampuplbl] {$5V$} + + (opamp.out) to [short, -o] ++(1,0) node[right, text width=3cm] {Firkant ut, til mikrokontroller} + ; + \end{circuitikz} + \caption{Enkel komparator-krets for enkel strømforsyning. Tar inn et periodisk signal, og på utgangen er det et firkanpuls-tog med samme periode.} + \label{circ:komparator} +\end{figure} + +Komparatoren har en spennings-bias på inngangene. Dette er for at den skal kunne fungere med en enkel spenningskilde. Da lager vi en virtuel jord med mostandene $R_3 $ og $R_4 $ og flytter nullpunktet til inngangen like mye. For enkelhetens skyld, pleier alle motstandene å være like store, i størrelsesorden $1k\Omega$ til $100k\Omega$ grunnet komparatoren. Kondensatoren $C_1 $ må kun være tilstrekkelig stor for å ikke endre på det orginale signalet. + +Ved å ha signalet som er firkantpuls med samme periode eller frekvens som det orginale signalet kan vi bruke signalet til å trigge en interupt på en mikrokontroller og måle perioden mellom interuptsene. Vi kan da enkelt regne ut frekvensen med \eqref{eq:periodeFreq}, der perioden er $T$ og frekvensen $f$. + +\begin{align} + f = \frac{1}{T} \label{eq:periodeFreq} +\end{align} + +Etter å ha regnet ut frekvensen er det så enkelt som å sjekke om frekvensen som leses er enten $f_0 $ eller $f_1 $ for å så sette utgangene $b(t)$ og $u(t)$ etter kravene i \autoref{sec:innledning}. + +\section{Realisering og test} +\label{sec:realisering} +\subsection{Realisering} + +For å realisere kretsen vil vi bruke en Arduino Uno, med mikrokontrolleren ATmega328P \cite{atmega}. Denne finnes i to størrelser, der den ene er under $1\text{cm}^{2}$. Vi kommer også til å bruke en LF353-P \cite{opamp} operasjons-forsterker som komparator. + +Som motstander bruker vi $20k\Omega$ motstander. Dette vil sette spenningsbiasen inn på komparatoren til ca $2.5$V. Kondensatoren ble valgt til $1\mu$F. + +Vi velger utganene D6 og D7 på mikrokontrolleren som utganger til henholdsvis $u(t)$ og $b(t)$. Biblioteket som blir brukt til å måle frekvensen bruker pinne D8. Så inngangen $r(t)$ skal inn på D8. + +Biblioteket som blir brukt heter \textit{FreqMeassure} \cite{freqMes}. Det måler frekvensen på pinne D8 på en Arduino. Frekvensen kan da taes gjennomsnitt av og deretter brukes til å bestemme hvordan $u(t)$ og $b(t)$ skal oppføre seg. Biblioteket krever også at signalet er enten logisk høy eller lav, altså et firkantpuls-tog. + +Ferdig krets som i \autoref{fig:ferdigKrets}. + +\begin{figure}[!htpb] + \centering + \includegraphics[width=\textwidth]{figurer/FerdigKrets.pdf} + \caption{Den ferdige kretsen med ferdig oppkoblede pinner på Arduinoen. } + \label{fig:ferdigKrets} +\end{figure} + +For å finne frekvensene FSK-demodulatoren skal fungere på, så sjekker vi lydsignalet med en spektrumanalysator. Ut i fra målinger gjort i \autoref{fig:maaling}, så ser vi at frekvensene er $f_0 = 325$Hz og $f_1 = 750$Hz. Bruker dette i koden som kan leses i \autoref{sec:code}. + +\begin{figure}[!htbp] + \centering + \includegraphics[width=\textwidth]{figurer/maalingavfrekvenser.png} + \caption{Måling av frekvenser i lydsignal. Den røde linjen er $f_0$ og den blå linjen for $f_1$.} + \label{fig:maaling} +\end{figure} + +\subsection{Test} +\label{sec:test} + +Etter å ha skrevet inn frekvensene i koden, så klarer Arduinoen å demodulere signalet i signalet som skal testes. Se \autoref{fig:bt}, \autoref{fig:ut} og \autoref{fig:btut}. + +\begin{figure}[!htbp] + \centering + \includegraphics[width=\textwidth]{figurer/maalingavbt.png} + \caption{Demodulering av FSK signalet, den gule linjen er det detmodulerte signalet $b(t)$, det blå er inngangssignalet $r(t)$. De partinene med liten amplitude er $750$Hz og de med stor er $325$Hz.} + \label{fig:bt} +\end{figure} + +\begin{figure}[!htbp] + \centering + \includegraphics[width=\textwidth]{figurer/maalingavut.png} + \caption{Demodulering av FSK signalet, den gule linjen er signalet $u(t)$ som sier om det er et demodulert signal, og det blå er inngangssignalet $r(t)$. De partinene med liten amplitude er $750$Hz og de med stor er $325$Hz.} + \label{fig:ut} +\end{figure} + +\begin{figure}[!htbp] + \centering + \includegraphics[width=\textwidth]{figurer/maalingavbtut.png} + \caption{Demodulering av FSK signalet, den gule linjen er det detmodulerte signalet $b(t)$, det blå er $u(t)$. } + \label{fig:btut} +\end{figure} + + +Den realiserte kretsen ser ut som i \autoref{fig:kretsIRL}. Det totale arealet overstiger ikke $4\text{cm}^2$. Det ser kanskje ikke sånn ut, men breadboard tar veldig mye plass. + +\begin{figure}[!htbp] + \centering + \includegraphics[width=\textwidth]{figurer/krets.jpg} + \caption{Realisert krets, signalet $r(t)$ går inn ved kondensatoren, $u(t)$ kommer ut på D6, $b(t)$ kommer ut på D7.} + \label{fig:kretsIRL} +\end{figure} + + + +\section{Konklusjon} +\label{sec:konklusjon} + +Kretsen gjorde det den skal gjøre, ved å måle frekvensen ved hjelp av et bibliotek til Arduino. Siden det kun er to variabler som styrer hvilke frekvenser som skal brukes i demoduleringen, er det også en veldig enkel demodulator å bruke. Den kunne vært gjort mindre ved å ikke bruke et breadboard, men klarer å fremdeles ha et totalareal på under $4\text{cm}^2$. + +\clearpage +%Bibliografi: Legg til flere elementer ved å legge til flere \bibitem:-------- +\phantomsection +\addcontentsline{toc}{section}{Referanser} +\begin{thebibliography}{99} + +\bibitem{fsk-wiki} + Wikipedia contributors. (2019, November 10). \textit{Frequency-shift keying}. In Wikipedia, The Free Encyclopedia. Retrieved 18:13, November 19, 2019, from \url{https://en.wikipedia.org/w/index.php?title=Frequency-shift_keying&oldid=925429929} + +\bibitem{atmega} + ATMEL. (2009). \textit{ATmega328P, Rev. 8025I–AVR–02/09}. \url{https://www.sparkfun.com/datasheets/Components/SMD/ATMega328.pdf} + +\bibitem{opamp} + Texas Instruments. (2009). \textit{LF353 Wide-Bandwidth JFET-Input Dual Operational Amplifier}. SLOS012C –MARCH 1987–REVISED MARCH 2016. \url{http://www.ti.com/lit/ds/symlink/lf353.pdf} + +\bibitem{freqMes} + PJRC, (Hentet 19. november 2019). \textit{FreqMeasure Library}. \url{https://www.pjrc.com/teensy/td_libs_FreqMeasure.html} + +\bibitem{notat} + L. Lundheim. (05.11.2019). \textit{Teknisk Notat: Digital kommunikasjon med FSK, v.3}. NTNU, Elsys-2017-LL-1.2. + +\end{thebibliography}{} + +\clearpage +\appendix +%Tillegg. Flere tillegg legges til ved å lage flere sections:----------------- +\section{Kode til arduino} +\label{sec:code} + +\lstinputlisting[style=CStyle]{D9Arduino/D9Arduino.ino} + + +\end{document} diff --git a/D9/D9Arduino.old/D9Arduino.ino b/D9/D9Arduino.old/D9Arduino.ino new file mode 100644 index 0000000..65a1a75 --- /dev/null +++ b/D9/D9Arduino.old/D9Arduino.ino @@ -0,0 +1,103 @@ +#include +// Inngang og utgangspinner +#define r_in 2 +#define u_out 6 +#define b_out 7 + +// De to frekvensene som sjekkes som +const unsigned int f_0 = 330; +const unsigned int f_1 = 750; + +// Verdier for å kompensere for at signalet ikke nødvendigvis er helt perfekt +// Nå kan signalet være +- 5% +const float lowB = 0.95; +const float highB = 1.05; + +// 10000 mikrosekund mellom hver gang den regner ut frekvensen -> gir Baudrate = 100Hz +const unsigned int baudrate = 100000; + +// Antal målinger som skal summes og taes gjennomsnitt av +const unsigned int meassures = 10; + +// Globale variabler +unsigned long lastMess; +unsigned int periods[meassures]; + +// Gjør at dersom det gjøres kalkulasjoner med listen så blir den ikke endret hvis det kommer en ny interupt +bool calc = false; + + +void setup() { + // Setter opp en interupt på r_in pinnen, måler perioden + attachInterrupt(digitalPinToInterrupt(r_in), FreqMess, RISING); + + // Setter utgangene riktig + pinMode(u_out, OUTPUT); + pinMode(b_out, OUTPUT); + + // Oppsett av timer interrupt + Timer1.initialize(baudrate); // baudrate mikrosekund mellom hver gang den regner ut frekvensen + // Argumentet i "attachInterrupt" bestemmer hvilken funskjon som er interrupt handler + Timer1.attachInterrupt(calcFreq); + + //Debug + Serial.begin(9600); +} + +void loop() { + // Wait for interupt + delay(10); +} + +// Denne regner om en liste med perioder om til en frekvens +unsigned int microPeriodToFreq() { + unsigned int period = 0; + + for (int i = 0; i < meassures; ++i) { + period += periods[i]; + } + Serial.println(period); + period = period / meassures; + + return (1 / period) * pow(10, 6); +} + +// Flytter listen med perioder nedover og lager plass til neste. +void movePeriods() { + for (int i = 0; i < meassures - 1; ++i) { + periods[i + 1] = periods[i]; + } +} + +// Denne måler faktisk frekvensen. +void FreqMess() { + // Dersom det regnes og leses fra listen, ikke endre på den. + if (!calc) { + movePeriods(); + Serial.println("Meassure"); + // Setter den nye målingen ved å finne differansen siden sist den ble målt + periods[0] = micros() - lastMess; + lastMess = micros(); + } + +} + +// Denne trigges med baudrate hastighet, Endrer på utgangene i forhold til kravene som er satt i variablene f_0 og f_1 +void calcFreq() { + calc = true; + unsigned int freq = microPeriodToFreq(); + Serial.println(freq); + if (freq > f_0 * lowB || freq < f_0 * highB) { + digitalWrite(b_out, LOW); + digitalWrite(u_out, HIGH); + } + else if (freq > f_1 * lowB || freq < f_1 * highB) { + digitalWrite(b_out, HIGH); + digitalWrite(u_out, HIGH); + } + else { + digitalWrite(b_out, LOW); + digitalWrite(u_out, LOW); + } + calc = false; +} diff --git a/D9/D9Arduino/D9Arduino.ino b/D9/D9Arduino/D9Arduino.ino new file mode 100644 index 0000000..55ab45a --- /dev/null +++ b/D9/D9Arduino/D9Arduino.ino @@ -0,0 +1,87 @@ +/* Program to measure the frequenncy of a input, on digital pin 8 + * Made by Oyvind Skaaden + */ +#include // Library for measuring the frequency +#define r_in 8 // Pinnen som brukes til å lese frekvensen + +// Pinner som skal skrives til +#define u_out 6 +#define b_out 7 + +// Frekvensene som blir brukt til demodulering +const unsigned int f0 = 325; +const unsigned int f1 = 750; + +// Diverse kalkulasjoner for å kompensere for at frekvensen kan leses +// eller være feil på +const float offs = 0.05; +const float lowB = 1 - offs; +const float highB = 1 + offs; + +// Hvor mange målinger som skal snittes +const unsigned int maxCount = 10; + +// #### Globale verdier #### +double sum = 0; +unsigned int count = 0; + +// Variabel for en timeoutfunksjon +unsigned long mesTime = 0; + +void setup() { + // Starter en seriel kommunikasjonsport for å kunne bruke det + // demodulerte signalet gjennom feks en data + Serial.begin(9600); + // Start opp måling av frekvenser på pinne 8 + FreqMeasure.begin(); + + // Setter pinmode til utgangspinnene + pinMode(u_out, OUTPUT); + pinMode(b_out, OUTPUT); +} + +void loop() { + // Dersom biblioteket kan lese frekvenser... + if (FreqMeasure.available()) { + // Time-out funksjonen + mesTime = millis(); + + // Summer sammen målinger for å snitte dem + sum = sum + FreqMeasure.read(); + count = count + 1; + if (count > maxCount) { + // Snitt målingene for å gi en bedre måling + float freq = FreqMeasure.countToFrequency(sum / count); + + // Her er grensene for hva som er lav og høy bit på FSK signalet. + if (freq > f0 * lowB && freq < f0 * highB) { + digitalWrite(b_out, LOW); + digitalWrite(u_out, HIGH); + Serial.print("LOW : "); + } + else if (freq > f1 * lowB && freq < f1 * highB) { + digitalWrite(b_out, HIGH); + digitalWrite(u_out, HIGH); + Serial.print("HIGH : "); + } + else { + digitalWrite(b_out, LOW); + digitalWrite(u_out, LOW); + Serial.print("OFF : "); + } + Serial.println(freq); + sum = 0; + count = 0; + } + } + else{ + // Time-out funksjonen, dersom du ikke får noe signal på 10 ms, + // sett alle utganger til LOW + if (millis() - mesTime > 10){ + digitalWrite(b_out, LOW); + digitalWrite(u_out, LOW); + Serial.println("OFF"); + delay(10); + } + } +} diff --git a/D9/Designnotat - FSK_demodulator.pdf b/D9/Designnotat - FSK_demodulator.pdf new file mode 100644 index 0000000000000000000000000000000000000000..42b2af13f1d76693820dd2ead2f3036bf14f6684 GIT binary patch literal 784065 zcmeFZc{tQ<`#7xJQ3*wnWNDG)&M@}9D6*79V;TFJFe7V*8EwcCA|xSEXoex#4YDT7 z5My7mGxlXHV|%aBeSh!gexCPzzTf9~-{W_@e|$TpgX{X7*Lj`Wb)M&Se$F9q`FVsp zPZNSF(#gXa;l>a6zU^vj<6!NMbmbR=0W@95QA#Mj17Z-(!Tgr&pLG2`@Y{jKyC1oV7 zt!0%=X-aT&ceS;2KK$^lwUv#(7L 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index 0000000..6a2b9e9 --- /dev/null +++ b/D9/kode/eksempelkode_D9/eksempelkode_D9.ino @@ -0,0 +1,36 @@ +// Eksempel kode for oppsett av timer-interrupt for en konstant samplingsfrekvens + +#include +/* Om du ikke har innstallert dette biblioteket +gå til Sketch -> Include library -> Manage Libraries +Søk opp TimerOne og innstaller*/ + +// Globale variaber +volatile int sample; // Holder siste sample +bool newSample; // Støtte varibel for å sjekke om ny sample er tatt + + +void setup() { + // Oppsett av timer interrupt + Timer1.initialize(500); // 500 mikrosekund mellom hver sample -> gir F_s = 2kHz + // Argumentet i "attachInterrupt" bestemmer hvilken funskjon som er interrupt handler + Timer1.attachInterrupt(takeSample); +} + +void loop() { + + if(newSample){ + // Ny sample er tatt + + /*** Kjør magi her ***/ + + newSample = false; + } +} + +// Interrupt-handler (denne kalles ved hvert interrupt) +void takeSample(void){ + sample = analogRead(0); // Sampler på A0 + newSample = true; +} +

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