From db18d6aa7aca6ee077b5c9f2129c934e952eb22f Mon Sep 17 00:00:00 2001 From: hussein Date: Wed, 31 Aug 2022 11:19:01 +0200 Subject: [PATCH] added the relation file --- .../ANALYSIS DESCRIPTION-checkpoint.pdf | Bin 0 -> 462621 bytes .../DATA DESCRIPTION-checkpoint.pdf | Bin 0 -> 640781 bytes ... between freq and the others-checkpoint.md | 23 ++++++++++++++++++ .../relation between freq and the others.md | 23 ++++++++++++++++++ resources/links/stringWave.png | Bin 0 -> 4122 bytes 5 files changed, 46 insertions(+) create mode 100644 resources/.ipynb_checkpoints/ANALYSIS DESCRIPTION-checkpoint.pdf create mode 100644 resources/.ipynb_checkpoints/DATA DESCRIPTION-checkpoint.pdf create mode 100644 resources/links/.ipynb_checkpoints/relation between freq and the others-checkpoint.md create mode 100644 resources/links/relation between freq and the others.md create mode 100644 resources/links/stringWave.png diff --git a/resources/.ipynb_checkpoints/ANALYSIS DESCRIPTION-checkpoint.pdf 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a/resources/links/.ipynb_checkpoints/relation between freq and the others-checkpoint.md b/resources/links/.ipynb_checkpoints/relation between freq and the others-checkpoint.md new file mode 100644 index 0000000..f60254b --- /dev/null +++ b/resources/links/.ipynb_checkpoints/relation between freq and the others-checkpoint.md @@ -0,0 +1,23 @@ + +Reference: +- https://www.toppr.com/guides/physics/waves/frequency-and-wavelength/ +- https://qsstudy.com/explain-the-relation-between-frequency-and-time-period/ + +--- + +#### The relation between frequency, wavelength and wave speed: + +- Both quantities are used to describe the characteristics of the wave, whether the lock is sound or light, which we can see in the image below. +

    + +

    + +- **Frequency** $f$ describes how often a wave arrives at a certain point, and it gets measured by Hertz (Hz) = $\frac{num of cycles}{t (sec/min/day)}$ , which describes as the number of complete oscillations per unit time. + - $f = 1/t$, $t$ is the period a wave takes to complete one Oscillation. + - So as the number of cycles increases, the time it takes to complete one cycle decreases, so they are _Inversely proportional_ +- **Wavelength** $\lambda$ is the measure of two similar nearest points in the wave, and it gets measured by the distance. +- **Wave speed** $v$ = $f \times \lambda$ + - Since the speed of light is constant, then the longer the wavelength $\lambda$ the smaller is the frequency $f$. However it does change through different mediums. (not sure how will this work in space, will need to ask Prof). I would assume that in space the speed of light does not get effected. +- Frequencies]] does not change through a ***medium***, but the wavelength does, but why ? + - Giving this equation $v = f \times \lambda$, it shows that the $v \propto \lambda$. + - Therefore, going through a thicker medium, the speed will be slower and the wavelength will be shorter leaving the frequency unchanged. meaning Both $v$ and $\lambda$ will decrease leaving the frequency **_unchanged_**. \ No newline at end of file diff --git a/resources/links/relation between freq and the others.md b/resources/links/relation between freq and the others.md new file mode 100644 index 0000000..f60254b --- /dev/null +++ b/resources/links/relation between freq and the others.md @@ -0,0 +1,23 @@ + +Reference: +- https://www.toppr.com/guides/physics/waves/frequency-and-wavelength/ +- https://qsstudy.com/explain-the-relation-between-frequency-and-time-period/ + +--- + +#### The relation between frequency, wavelength and wave speed: + +- Both quantities are used to describe the characteristics of the wave, whether the lock is sound or light, which we can see in the image below. +

    + +

    + +- **Frequency** $f$ describes how often a wave arrives at a certain point, and it gets measured by Hertz (Hz) = $\frac{num of cycles}{t (sec/min/day)}$ , which describes as the number of complete oscillations per unit time. + - $f = 1/t$, $t$ is the period a wave takes to complete one Oscillation. + - So as the number of cycles increases, the time it takes to complete one cycle decreases, so they are _Inversely proportional_ +- **Wavelength** $\lambda$ is the measure of two similar nearest points in the wave, and it gets measured by the distance. +- **Wave speed** $v$ = $f \times \lambda$ + - Since the speed of light is constant, then the longer the wavelength $\lambda$ the smaller is the frequency $f$. However it does change through different mediums. (not sure how will this work in space, will need to ask Prof). I would assume that in space the speed of light does not get effected. +- Frequencies]] does not change through a ***medium***, but the wavelength does, but why ? + - Giving this equation $v = f \times \lambda$, it shows that the $v \propto \lambda$. + - Therefore, going through a thicker medium, the speed will be slower and the wavelength will be shorter leaving the frequency unchanged. meaning Both $v$ and $\lambda$ will decrease leaving the frequency **_unchanged_**. \ No newline at end of file diff --git a/resources/links/stringWave.png b/resources/links/stringWave.png new file mode 100644 index 0000000000000000000000000000000000000000..c1b97eec3fb905abb377ea398fbb5124eddd4f75 GIT binary patch literal 4122 zcmZ{nWmppoqlQO!my`<9Y@jeg+Lw{SK#&|cK^UQQcb7DXfFLlsVSt1$B{5P)4JM(0 zNKCrxc>bL0I@k4mf1dmP_x!%&^`ROxlpK@*0DwkI6Jh`W5P<(WlAP%8ia~kJ{~}gj z=cU@+-QABLKfJxYudlCja&pjUbY*2F7K_DTFh@s6mzS4^hlgipXZiX0eSLj69BzAi zyQQV2q@<*}x*CN-ef|1%b91w^vvXo%A~Q2HIXO8lF3!oxDJUq&(9qD!%L@jB+1lFv zebdp=QB_q1fj~-1N-8QULPA2cw6roZGThwUR@PQb+5lAmfDWn!dG^vTA8$#KSNxe( z*N!TxfiFA^=maxToUXsS+Y6)+<4@2wt*YjpkTG0xMUcnlb#5$^_e79Tu>wsSY>b@*Tz^_@8F$5Y!a7!1J_wd9uVs)UB!`4 z@`->X>B@VQ;w&%7=YQQ=&wO!j{PmyI5Wc{)%ZnytG(a%oG*D8itE!OpI9`R6zFs?* zKAwvB@g)F!cM<`pZ1`QB-rA@DpnR=IE!-(9cA|466eNuJMkC9dks?a3QQxVM1*co9 zj2*Bri+C?Z>?xqYh9R}#aRspcA6AXDJp0(mLXDL1_6@1h04fC0e+4&k{Jo1zpI4m? z*_zO0lVt=9Q|#30Y$R0Sz>$Zq^`0E>J^0M;+E%b-;3ytSEJ;%^)RWixn1D)KxVhu& zSqw_Ha3>sJ`+@Wg>E=$niQr3|loi&9(_J@Lt$OPW%Wd_f7#gQ$d zm`^{-hJ5|Ozv2GG#VXZ)+C*2@m}PhZSqdiSgQXIsN=e1> zY#8bi;w&DXyqu|En*JrpI^s@nFay$gQf%w$6wqyxu{T*)gJlmRoEJel`p*fNz*#>` z51Xl2K5b1AaREH4t`g>!PJ}#+S1=V;rLP+;n5{euN5c;M>KW=!-_@PP(QGI?=G#RW zgHH^a{S^!Up+eJ>owK~7pxYgZvVxR*R=!kwAVf~p6vjewc%TW|&Aht5Bl>+*!#;LY=|lQq+2=*hJqOMx8^Fh)d@5Oe#U$`qJ|dxVj9TKlI5hxmJBQO1-W+AZEfcveMRhW9P9 z{%3<W3{-%Y69vIkv>A1>_d9 zKW{s_rZTZ`Ft*_|F^2c!$lZc$ZP~80V#0MhAO_8LasIm}oAiTahWI*FywACd>!?N{ zMJU*it_^h9g*&`eX#DxkPVejzL|od{#-vzir25jdn2WQs1Rq{3`gKfOyH;~B{@gWd$?_GgDZd&ANIV*5D>ZhGYKDKuGCX&i+jyS_=&w3sdWNhi ztZ14QGti~itZlDZ-cYdRUA=e%+uL<+Y6K1VWNxRm%9w|WkV7uDdRY7~TF9o=1Y7%w>~nG@=j|f%^6jL7%(bh0F0foN#SH zyUn@@^S!)=1J;NhA;_r?qC?<%#z^RVM@w8>LtXgN>rb}j<-{)u3zvNhj#A9pprFxq>vw=`Yb2cYpHP^E)2S_}jCn1lPtE1!I15H7B|0rxuvri*nBrO}xY7GDWRbDr10c0P&4$57vs z+s<`_2q``3$$7_P-ew|GlOnlfwlCb5zMyt_9ZZIlcp9lrZP` zqjpF7k-Bf_jmrj{a2Pgaen0P5cu|Ve30G<6Y{$?Q?Rg>C!m{4iT5B=q+F`zaSP&{MOjwo&GRrD^v9$TJZ%`-9&S z--VcwHP3wlnu4_q{p+oc_z7h@I89N`iKUU?UV=HA-cpgaH{h~o&AQI#kF|i&d=!K{ z@QFE!{cX6>pH|&kkS-?Cd#=+v4HnX-?b_c~84~b4;RY83Awxttl{JJ{B@A%GlT>D! zoZ}I>{sp6jQ3iQWP9;gkC~Xsz>)AdE&g6l+8Bb5!jhlmGfA3}15#ua59ke*=R_%?& z!cuq0R-X7Bq>bag7W0CN!rh?;hyS+z zrZiyLaWdN~{HOrjH8p0HJ_AAN^h>y5$untYE(Cu_-<(%=c3ghq9bYK7V!1E2J=c-v zp&_&-7{Jc!@x|Zevwmu`;?$OHJ^Y0t^wA5_bX&C!5;lJr7c-&=VEco6PX5vIryHfG zqA-0>i72H1n1t(%WsWa5Ccme%^3>6qy3fWjtHBjgoz2BQW)#eU_#w@K)+#RGS)oyY ze~yNRhNCcaN9*S0{PcT8s&$yo?$}l#Ee)DB*6!XefrbXNlHGNM(V`QVY|m!g9XV}N zO{{=kBA6wy@v70!zOw3lxW4bK`J#hzt$StZq=KFG1-X9)$8(s~ru$Ugayu8V)*jm$ zA2Y4!xGdm+xlSCOobAcUnp{=Ql@N#A>K7@Q%NuA`2aNaY7*p{2l17a&&Chb0n|j(= zSByQ!1QB8%n*1VGmzg%j>}_}iC-128)T&mAYe@#D(g8EBxa7Cn zyZVj1%5%<$mtJ`St4oBmY$L;D4k2_#zU=wU+H6Q+2jso^Z=bdWUg)*7`e&2RD>)C- zKIsr6G7%p&?cu^Tv6*6@vaJQB3s6$;HiF_c&l_?oQgrXa%4q0bxQ}y0Lx%@t{;czP zL8aOqFi|XW=yTjgG|~Jt^Tk2&-)v8LG_i5K})hvg`eoDnOb&{S8u7=|KRXNBL z(-hR;BR8Y@#$fl8;Y{@~=UoBiuyL#=&7LV?jp5Bf*E&*sx+J`@0m zhY{5$z$`$*I<~TEVXQ+NLE4WrLns(%bU|r%=`=aV1z6P8bft$H`!iLD2DcJMmHjrU_rFnFR4ux((TK0J?yHnm?)(*VVd`{^WOgdsm z-X^hszQPt#T1PvWDiB$@vX&hGna(g~XW+9PKIq;vjv&F=9-r;#8^C1Rt|U*+^p*V;@upUB)!emA-ToVsReMb$=P9{2uc2MEh*IUBD(s4X zMavz%Kn#0zb|8mrNqhTCu8q4(3?WeaYuXKM@n`EnjF#4u+fS?Vn%yHj`E)UxS7OH2 zn;BK=-@du)XESIYp7@m2EBg`nB{an}#E6Sh5Ig9k8Q%bZjpW?nQzLwML0+kLApKxD z8U!xj&iY0@TF@~gyG8R#>U_A1ZD`~0Wkfc4yMn9QqSKvg8~d$n5@~^;T3z@KT)F(~ zcOZu@9cDwQyejWvvS&

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