Medicine year 2

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Stability kinetics

64 Terms

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working out rate of reaction from a graph = change in concentration over time

The gradient/slope is:

Slope=change in concentrationchange in time

More specifically:

Slope= A2−A1

—————

t2−t1

Where:

  • A1 = initial concentration

  • A2 = final concentration

  • t1 = initial time

  • t2 = final time

⭐ Remember:

CHANGE=FINAL−INITIAL

<p>The gradient/slope is:</p><p class="x1yc453h xma8rkl xgoqxah xutxfr x1fie51u xgyxj25 x1xobyvs x1elgs31 x1fv8qjw xcy5tzr x1ht4adc xnvauns x1c2l018 x14l7nz5 xuw7688 x1pjt2rx x160d6zm xrxpjvj"><span>Slope=change&nbsp;in&nbsp;concentrationchange&nbsp;in&nbsp;time</span></p><p class="x1yc453h xma8rkl xgoqxah xutxfr x1fie51u xgyxj25 x1xobyvs x1elgs31 x1fv8qjw xcy5tzr x1ht4adc xnvauns x1c2l018 x14l7nz5 xuw7688 x1pjt2rx x160d6zm xrxpjvj">More specifically:</p><p class="x1yc453h xma8rkl xgoqxah xutxfr x1fie51u xgyxj25 x1xobyvs x1elgs31 x1fv8qjw xcy5tzr x1ht4adc xnvauns x1c2l018 x14l7nz5 xuw7688 x1pjt2rx x160d6zm xrxpjvj"><span>Slope= A2−A1</span></p><p class="x1yc453h xma8rkl xgoqxah xutxfr x1fie51u xgyxj25 x1xobyvs x1elgs31 x1fv8qjw xcy5tzr x1ht4adc xnvauns x1c2l018 x14l7nz5 xuw7688 x1pjt2rx x160d6zm xrxpjvj"><span>         —————  </span></p><p class="x1yc453h xma8rkl xgoqxah xutxfr x1fie51u xgyxj25 x1xobyvs x1elgs31 x1fv8qjw xcy5tzr x1ht4adc xnvauns x1c2l018 x14l7nz5 xuw7688 x1pjt2rx x160d6zm xrxpjvj"><span>             t2−t1</span></p><p class="x1yc453h xma8rkl xgoqxah xutxfr x1fie51u xgyxj25 x1xobyvs x1elgs31 x1fv8qjw xcy5tzr x1ht4adc xnvauns x1c2l018 x14l7nz5 xuw7688 x1pjt2rx x160d6zm xrxpjvj">Where:</p><ul><li><p class="x1yc453h xma8rkl xgoqxah xutxfr x1fie51u xgyxj25 x1xobyvs x1elgs31 x1fv8qjw xcy5tzr x1ht4adc xnvauns x1c2l018 x14l7nz5 xuw7688 x1pjt2rx x160d6zm xrxpjvj"><span>A1</span> = <strong>initial concentration</strong></p></li><li><p class="x1yc453h xma8rkl xgoqxah xutxfr x1fie51u xgyxj25 x1xobyvs x1elgs31 x1fv8qjw xcy5tzr x1ht4adc xnvauns x1c2l018 x14l7nz5 xuw7688 x1pjt2rx x160d6zm xrxpjvj"><span>A2</span> = <strong>final concentration</strong></p></li><li><p class="x1yc453h xma8rkl xgoqxah xutxfr x1fie51u xgyxj25 x1xobyvs x1elgs31 x1fv8qjw xcy5tzr x1ht4adc xnvauns x1c2l018 x14l7nz5 xuw7688 x1pjt2rx x160d6zm xrxpjvj"><span>t1</span> = <strong>initial time</strong></p></li><li><p class="x1yc453h xma8rkl xgoqxah xutxfr x1fie51u xgyxj25 x1xobyvs x1elgs31 x1fv8qjw xcy5tzr x1ht4adc xnvauns x1c2l018 x14l7nz5 xuw7688 x1pjt2rx x160d6zm xrxpjvj"><span>t2</span> = <strong>final time</strong></p></li></ul><p><span data-name="star" data-type="emoji">⭐</span> Remember:</p><p class="x1yc453h xma8rkl xgoqxah xutxfr x1fie51u xgyxj25 x1xobyvs x1elgs31 x1fv8qjw xcy5tzr x1ht4adc xnvauns x1c2l018 x14l7nz5 xuw7688 x1pjt2rx x160d6zm xrxpjvj"><span>CHANGE=FINAL−INITIAL</span></p>
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When calculating the rate of reaction from the slope of a graph why does the rate become positive when at first it was negative ?

The slope is negative because the concentration is decreasing.

But when we're talking about the rate of disappearance of the drug, we normally wantthe rate expressed as a positive number.

Therefore:

Rate= −ΔAΔt

So:

Rate=−(−2)

Rate=+2%/h



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straight line on a rate time graph indicates what order of reaction

first order

horizontal line is zero order

<p>first order </p><p>horizontal line is zero order </p>
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DTM salbutamol what functional groups

aromatic = benzene

aliphatic =sp3 from methyl

phenol= acidity adding base changes UV

secondary amine = is basic so can become protonated to become positive charge important for ion-ion interactions between drug and target site

hydrogen bonding

primary alcohol + secondary alcohol

<p>aromatic = benzene </p><p>aliphatic =sp3 from methyl </p><p>phenol= acidity adding base changes UV</p><p>secondary amine = is basic so can become protonated  to become positive charge important for ion-ion interactions between drug and target site</p><p>hydrogen bonding </p><p>primary alcohol + secondary alcohol </p>
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<p>which has highest wavelength and highest envy vs shorter wavelength and lower energy </p>

which has highest wavelength and highest envy vs shorter wavelength and lower energy

light with highest energy at top = highest frequency and shortest wavelength

light at bottom least energy =smallest frequency = longer wavlength

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<p>explain the graph </p>

explain the graph

absorbance = intensity of transition = in this graph is 2

UV-visible region = 200 to 800 nm in this instance its 200 to 400

if a drug isCOLOUREDit has someUV absorption>400 nm-800

VacuumUV region is from 200nm

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<p>like in the diagram HOMO TO LUMO would that need more energy or less</p>

like in the diagram HOMO TO LUMO would that need more energy or less

more energy to be put in

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resonance look at videos

created pehnoxide ion from salbutamol Oh group reacted with base

phenoxide anion is more conjugated than normal phenol

<p>created pehnoxide ion from salbutamol Oh group reacted with base </p><p>phenoxide anion is more conjugated than normal phenol </p>
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<p>look at resonance question in exam like this</p>

look at resonance question in exam like this

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<p>POP</p>

POP

cna swap g for c or a for t

but if g swapped with a changes code upwards or backwards

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<p>bioavailability </p>

bioavailability

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<p>oral absorption </p>

oral absorption

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angle of repose diagram

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measuring bulk density

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Carrs index values

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<p>single punch machine </p>

single punch machine

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<p>rotary press</p>

rotary press

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<p>sample thief</p>

sample thief

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What is the rate constant at 45∘C45∘C?

The red lines help you read the answer from the graph.

  1. Convert the temperature into kelvin.

    T=45+273=318 KT=45+273=318 K

  2. Calculate the reciprocal temperature.

    1T=1318=0.003145 K−1T1​=3181​=0.003145 K−1

    Find 0.0031450.003145 on the horizontal axis.

  3. Move vertically up to the black line, then horizontally across to the vertical axis. The red lines show this process.

    You read approximately:

    ln⁡(k)=−4.760ln(k)=−4.760

  4. Convert the natural logarithm back into kk.

    This is the most important final step!

4.Howdowegetkkfromln⁡(k)ln(k)?

You have:

ln⁡(k)=−4.760ln(k)=−4.760

To undo a natural logarithm, use the exponential function exex.

So:

k=e−4.760k=e−4.760

Using a calculator:

k=0.008563k=0.008563​

The slide writes this in scientific notation:

k=8.563×10−3 h−1k=8.563×10−3 h−1​

This is called taking the antilog of the natural log. On a calculator, use the exex function, not 10x10x.

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<p><span>that longer conjugation effected by the addition of subitiuents means longer wavelength and longer lambda max</span></p><p><span>oes the subistutent allow conjugated system to be extended and if it does that means higher lambda m</span></p>

that longer conjugation effected by the addition of subitiuents means longer wavelength and longer lambda max

oes the subistutent allow conjugated system to be extended and if it does that means higher lambda m

Benzene with one –NH₂ group (aniline)

  • Nitrogen has a lone pair of electrons.

  • This lone pair can overlap with the benzene ring's ππ system.

  • It donates electron density into the ring by resonance.

Strong resonance donation (+M effect)

1,4-Dinitrobenzene, 98+% 5 g | Buy Online | Thermo Scientific Chemicals | Fisher Scientific

2. Benzene with two –NO₂ groups (dinitrobenzene)

  • Each –NO₂ group is strongly electron-withdrawing.

  • They pull electron density away from the benzene ring through resonance and induction.

  • They do not donate a lone pair into the ring like –NH₂ does.


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I think you might mean why do opposing electron effects cancel each other out — for example, an electron-donating group (–NH₂) and an electron-withdrawing group (–NO₂)?

The key is that they don't necessarily cancel out!

Imagine this molecule:

Helios Homeopathy - Shop - 4-Nitroaniline

p-nitroaniline: H₂N–benzene–NO₂

  • –NH₂ donates electrons into the benzene ring through resonance.

  • –NO₂ withdraws electrons from the ring through resonance.

Rather than cancelling, these effects can work together to allow electrons to delocalise from the –NH₂ end towards the –NO₂ end.

This is called a push–pull system, and it can lead to a longer λmax⁡λmax​.

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<p>phenol lambda max increases because when it reacts with a an acid the oxygen lone pair is delocalised into he ring causing more conjugation , more conjugation means longer wavelength shorter energy difference longer lambda max </p>

phenol lambda max increases because when it reacts with a an acid the oxygen lone pair is delocalised into he ring causing more conjugation , more conjugation means longer wavelength shorter energy difference longer lambda max

aniline when it reacts with acid to form nh3 pf course it’ll decrease because the lone pair on the nitrogen disspapera no longer increasing electron density + conjugation , decreasing wavelength and decreasing lambda max

if opposite nh3 added base means lone pair added longer lambda maxxx

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<p>ionisable groups are not attached to the donannt chromophore of benzene therefore adding acid or bae dwouldbt change wavelength or lambda amaxxxx</p>

ionisable groups are not attached to the donannt chromophore of benzene therefore adding acid or bae dwouldbt change wavelength or lambda amaxxxx

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<p>adding lamb Ama increases wavelength due to h plus leaving and lone pair of oxygen extending conjugation andwavelngth </p><p>NH would have been affected to nh2 but its not connected to dominant chromophore of phenol so no change </p>

adding lamb Ama increases wavelength due to h plus leaving and lone pair of oxygen extending conjugation andwavelngth

NH would have been affected to nh2 but its not connected to dominant chromophore of phenol so no change

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<p><strong>Conversely, adding a base to a carboxylic acid decreases its \(\lambda _{max}\) because the negative charge is locked into a highly stable, symmetrical resonance hybrid shared tightly between the two oxygen atoms, which increases the energy required for electronic transitions.</strong><span> [1, 2, 3]</span></p>

Conversely, adding a base to a carboxylic acid decreases its \(\lambda _{max}\) because the negative charge is locked into a highly stable, symmetrical resonance hybrid shared tightly between the two oxygen atoms, which increases the energy required for electronic transitions. [1, 2, 3]

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<p><span>These</span> <span>are</span> <span>your</span> <span>reference</span> <span>spectra</span> <span>because</span> <span>methylation</span> <span>prevents</span> <span>the</span> <span>hydrogen</span> <span>frommoving</span> <span>betweennitrogenand</span> <span>oxygen</span> <span>in</span> <span>the</span> <span>same</span> <span>way.</span></p><p><span>Step2:Lookatthespectrumoftheequilibriummixture</span></p><p class="x1ghz6dp x1717udv x1wty727 x1pd3egz x4gjf66 x1kw3rcc x104jwf5 x1lziwak x15472z4 x1qlqyl8 x15bjb6t x1lliihq x14rh7hd"><span>You</span> <span>would</span> <span>measure</span> <span>the</span> <span>UV</span> <span>absorption</span> <span>of</span> <span>the</span> <span>solution</span> <span>containing</span> <span>both</span> <span>tautomers.</span></p><ul><li><p class="x1ghz6dp x1717udv x1wty727 x1pd3egz x4gjf66 x15eiy0f x1lziwak x15472z4 x1qlqyl8 x15bjb6t x1lliihq x14rh7hd xg07evd"><span>If</span> <span>its</span> <span>spectrum</span> <span>matches</span> <span>the</span> <span>N–CH₃</span> <span>reference</span> <span>more</span> <span>closely,</span> <span>that</span> <span>suggests</span> <span style="line-height: inherit; font-size: inherit;"><strong>more ofthe left-hand N–Htautomer</strong></span><span>.</span></p></li><li><p class="x1ghz6dp x1717udv x1wty727 x1pd3egz x4gjf66 x15eiy0f x1lziwak x15472z4 x1qlqyl8 x15bjb6t x1lliihq x14rh7hd xg07evd"><span>If</span> <span>its</span> <span>spectrum</span> <span>matches</span> <span>the</span> <span>O–CH₃</span> <span>reference</span> <span>more</span> <span>closely,</span> <span>that</span> <span>suggests</span> <span style="line-height: inherit; font-size: inherit;"><strong>more ofthe right-hand O–Htautomer</strong></span></p></li></ul><p class="x1ghz6dp x1717udv x1wty727 x1pd3egz x4gjf66 x15eiy0f x1lziwak x15472z4 x1qlqyl8 x15bjb6t x1lliihq x14rh7hd xg07evd">so left molecule has similar wavelengths so equilibrium shifts left</p><p></p>

These are your reference spectra because methylation prevents the hydrogen frommoving betweennitrogenand oxygen in the same way.

Step2:Lookatthespectrumoftheequilibriummixture

You would measure the UV absorption of the solution containing both tautomers.

  • If its spectrum matches the N–CH₃ reference more closely, that suggests more ofthe left-hand N–Htautomer.

  • If its spectrum matches the O–CH₃ reference more closely, that suggests more ofthe right-hand O–Htautomer

so left molecule has similar wavelengths so equilibrium shifts left


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research the trans thing if u want

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<p>if you look at the bottom diagrams I can flip this and say they’re not endocylic but exocylic to the neighbouring ring because its not in the same one </p>

if you look at the bottom diagrams I can flip this and say they’re not endocylic but exocylic to the neighbouring ring because its not in the same one

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<p>the acyclic triene is bascically 215 + 30 from the subistuents sits the same thing 245</p>

the acyclic triene is bascically 215 + 30 from the subistuents sits the same thing 245

alkyl group = sp3 hydrbirdised ,

ch3,ch2,ch , c

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<p>not a triene as its not in conjugation </p><p>two double bonds are considered excocyclic to each other </p><p></p>

not a triene as its not in conjugation

two double bonds are considered excocyclic to each other


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<p><span>A stronger magnetic field increases the energy gap between the two proton spin states, increasing the population difference and therefore the sensitivity of the NMR signal.</span></p>

A stronger magnetic field increases the energy gap between the two proton spin states, increasing the population difference and therefore the sensitivity of the NMR signal.

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<p><span>&nbsp;-protons receive the radio frequency and release energy is recorded as free induction decay</span></p><p>- includes signal intensity over time&nbsp;</p><p>- converted to signal intensity vs frequency&nbsp;</p>

 -protons receive the radio frequency and release energy is recorded as free induction decay

- includes signal intensity over time 

- converted to signal intensity vs frequency 

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<p></p>


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<p>4 protons</p>

4 protons

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<p>anki</p>

anki

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<p>anki</p>

anki

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Benzene has electrons that can move around the ring. When we apply a magnetic field in NMR, these electrons circulate and create their own small magnetic field, called the induced magnetic field.

This induced field affects the protons (H atoms) around the ring.

2.Whathappenstotheprotons?

Benzene | Azimuth

A. Protons in the plane of the ring

The induced magnetic field adds to the external magnetic field.

  • The proton feels a stronger magnetic field.

  • It becomes deshielded.

  • It appears further to the left on an NMR spectrum (higher ppm).

Nmr | PPT

B. Protons above or below the ring

The induced magnetic field opposes the external magnetic field.

  • The proton feels a weaker magnetic field.

  • It becomes shielded.

  • It appears further to the right on an NMR spectrum (lower ppm).



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<p>Top-right&nbsp;CH₃&nbsp;—&nbsp;shielded</p><p>This&nbsp;methyl&nbsp;group&nbsp;is&nbsp;positioned&nbsp;in&nbsp;the&nbsp;shielding&nbsp;region&nbsp;created&nbsp;by&nbsp;the&nbsp;nearby&nbsp;double&nbsp;bond.&nbsp;The&nbsp;double&nbsp;bond's&nbsp;electrons&nbsp;generate&nbsp;an&nbsp;induced&nbsp;magnetic&nbsp;field&nbsp;that&nbsp;reduces&nbsp;the&nbsp;effective&nbsp;field&nbsp;experienced&nbsp;by&nbsp;these&nbsp;protons.</p><p>1.27&nbsp;ppm</p><p>Top-left&nbsp;CH₃&nbsp;—&nbsp;normal</p><p>This&nbsp;methyl&nbsp;group&nbsp;is&nbsp;not&nbsp;strongly&nbsp;affected&nbsp;by&nbsp;the&nbsp;double&nbsp;bond's&nbsp;shielding&nbsp;or&nbsp;deshielding&nbsp;regions,&nbsp;so&nbsp;it&nbsp;has&nbsp;a&nbsp;typical&nbsp;methyl&nbsp;chemical&nbsp;shift.</p><p>1.63&nbsp;ppm</p><p>Right-side&nbsp;CH₃&nbsp;—&nbsp;deshielded</p><p>This&nbsp;methyl&nbsp;group&nbsp;is&nbsp;close&nbsp;to&nbsp;the&nbsp;double&nbsp;bond&nbsp;and&nbsp;lies&nbsp;in&nbsp;its&nbsp;deshielding&nbsp;region.&nbsp;The&nbsp;induced&nbsp;magnetic&nbsp;field&nbsp;increases&nbsp;the&nbsp;effective&nbsp;field&nbsp;experienced&nbsp;by&nbsp;these&nbsp;protons,&nbsp;so&nbsp;the&nbsp;signal&nbsp;moves&nbsp;to&nbsp;a&nbsp;higher&nbsp;ppm.</p><p>Step&nbsp;3:&nbsp;Why&nbsp;does&nbsp;the&nbsp;double&nbsp;bond&nbsp;matter?</p><p>The&nbsp;double&nbsp;bond&nbsp;in&nbsp;α-pinene&nbsp;has&nbsp;π&nbsp;electrons.&nbsp;When&nbsp;the&nbsp;NMR&nbsp;magnetic&nbsp;field&nbsp;is&nbsp;applied,&nbsp;these&nbsp;electrons&nbsp;circulate&nbsp;and&nbsp;create&nbsp;an&nbsp;induced&nbsp;magnetic&nbsp;field.</p><p>That&nbsp;field&nbsp;has&nbsp;different&nbsp;effects&nbsp;in&nbsp;different&nbsp;places&nbsp;around&nbsp;the&nbsp;double&nbsp;bond:</p><ul><li><p>Some&nbsp;positions&nbsp;experience&nbsp;shielding&nbsp;→&nbsp;lower&nbsp;ppm.</p></li><li><p>Other&nbsp;positions&nbsp;experience&nbsp;deshielding&nbsp;→&nbsp;higher&nbsp;ppm.</p></li></ul><p>This&nbsp;is&nbsp;called&nbsp;the&nbsp;magnetic&nbsp;anisotropy&nbsp;effect.</p><p>Magnetic&nbsp;anisotropy&nbsp;is&nbsp;the&nbsp;effect&nbsp;whereby&nbsp;circulating&nbsp;π&nbsp;electrons&nbsp;create&nbsp;an&nbsp;induced&nbsp;magnetic&nbsp;field&nbsp;that&nbsp;shields&nbsp;or&nbsp;deshields&nbsp;nearby&nbsp;protons&nbsp;depending&nbsp;on&nbsp;their&nbsp;position&nbsp;relative&nbsp;to&nbsp;the&nbsp;π&nbsp;bond.</p><p><span>anisotropy = different effects in different positions&nbsp;</span></p><p>isotropy = same in all directions&nbsp;</p>

Top-right CH₃ — shielded

This methyl group is positioned in the shielding region created by the nearby double bond. The double bond's electrons generate an induced magnetic field that reduces the effective field experienced by these protons.

1.27 ppm

Top-left CH₃ — normal

This methyl group is not strongly affected by the double bond's shielding or deshielding regions, so it has a typical methyl chemical shift.

1.63 ppm

Right-side CH₃ — deshielded

This methyl group is close to the double bond and lies in its deshielding region. The induced magnetic field increases the effective field experienced by these protons, so the signal moves to a higher ppm.

Step 3: Why does the double bond matter?

The double bond in α-pinene has π electrons. When the NMR magnetic field is applied, these electrons circulate and create an induced magnetic field.

That field has different effects in different places around the double bond:

  • Some positions experience shielding → lower ppm.

  • Other positions experience deshielding → higher ppm.

This is called the magnetic anisotropy effect.

Magnetic anisotropy is the effect whereby circulating π electrons create an induced magnetic field that shields or deshields nearby protons depending on their position relative to the π bond.

anisotropy = different effects in different positions 

isotropy = same in all directions 

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<p><span>- mark on the integral where each peak begins/ends</span></p><p><span> - draw horizontals where marks coincide</span></p><p><span> - measure the distance between each horizontal </span></p><p><span>- divide through by the smallest value </span></p><p><span>- for ratio of whole protons, multiply by integer 1,2,3</span></p>

- mark on the integral where each peak begins/ends

- draw horizontals where marks coincide

- measure the distance between each horizontal

- divide through by the smallest value

- for ratio of whole protons, multiply by integer 1,2,3

here he divided all distances by 18 as its the smallest number

gives 1;1;2; ratio etc

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<p>multiplicity </p>

multiplicity

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<p><span>Integration does NOT tell you how many peaks you see. It tells you how many protons the signal represents.</span></p>

Integration does NOT tell you how many peaks you see. It tells you how many protons the signal represents.

The three neighbouring protons split the CH₂ signal according to the \(n+1\) rule.

Here, \(n=3\), because the neighbouring CH₃ group has 3 protons.

\[ \text{Number of peaks}=n+1=3+1=\boxed{4} \]

Four peaks = a quartet.

The CH₂ signal is therefore a quartet that represents 2 protons.

3.WhydoesCH₃show3peaks(atriplet)?

Now look at the CH₃ group.

Its neighbouring CH₂ group has 2 protons.

\[ \text{Number of peaks}=n+1=2+1=\boxed{3} \]

Three peaks = a triplet.

So the CH₃ signal represents 3 protons, but appears as 3 peaks.

4.Puteverythingtogether

CH₂ group

Integration = 2H

3 neighbouring H → quartet

4 peaks

CH₃ group

Integration = 3H

2 neighbouring H → triplet

3 peaks

One important correction: In the image, CH₂ is a quartet and CH₃ is a triplet. Your lecturer is saying that the CH₂ group integrates to 2, while its signal is split into a quartet because it has 3 neighbouring protons.

Also, both signals have the same coupling constant, \(J=7.5\text{ Hz}\), because the CH₂ and CH₃ protons are coupled to each other.

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<p>No worries — let’s start right at the beginning, using your furan ring. We’ll leave doublets and quartets aside for a moment.</p><p>Step 1: What counts as a neighbouring hydrogen?</p><p>Look at this simple example:</p><p>Imagine each letter is a hydrogen attached to a carbon in a molecule.</p><p>Hᵦ is a neighbour of Hₐ if their carbons are directly connected to each other (in a typical simple proton NMR example).</p><p>Think of it like houses on a street: the houses directly next door are neighbours; houses farther down the street are not immediate neighbours.</p><p>Step 2: Try one together</p><p>If we are looking at Hₐ, which hydrogen is directly next to it in the drawing?</p><p>Hᵦ only</p><p>Hᵦ and Hᵈ</p><p>Hᵦ, H꜀ and Hᵈ</p><p>Once this part clicks, we can use the neighbouring hydrogens to understand splitting — one step at a time.</p><p>okay got that now</p><p>Yay! <span data-name="blush" data-type="emoji">😊</span> That’s the first step sorted.</p><p>Now let’s connect it to NMR splitting, one step at a time.</p><p>Step 2: How many neighbouring hydrogens?</p><p>Remember our drawing? We were looking at Hₐ, which had two neighbouring hydrogens: Hᵦ and Hᵈ.</p><p>Here’s the basic rule:</p><table style="min-width: 50px;"><colgroup><col style="min-width: 25px;"><col style="min-width: 25px;"></colgroup><tbody><tr><th colspan="1" rowspan="1"><p>Neighbouring hydrogens</p></th><th colspan="1" rowspan="1"><p>Signal</p></th></tr><tr><td colspan="1" rowspan="1"><p>0</p></td><td colspan="1" rowspan="1"><p>Singlet (s)</p></td></tr><tr><td colspan="1" rowspan="1"><p>1</p></td><td colspan="1" rowspan="1"><p>Doublet (d)</p></td></tr><tr><td colspan="1" rowspan="1"><p>2 equivalent hydrogens</p></td><td colspan="1" rowspan="1"><p>Triplet (t)</p></td></tr><tr><td colspan="1" rowspan="1"><p>3 equivalent hydrogens</p></td><td colspan="1" rowspan="1"><p>Quartet (q)</p></td></tr><tr><td colspan="1" rowspan="1"><p>2 non-equivalent hydrogens</p></td><td colspan="1" rowspan="1"><p>Often a doublet of doublets (dd)</p></td></tr></tbody></table><p>The key word is equivalent: the two neighbouring hydrogens must behave the same way for the usual triplet rule to apply.</p><p>Your turn!</p><p>If the hydrogen we’re looking at has just one neighbouring hydrogen, what signal does it usually produce?</p><p>Singlet</p><p>Doublet</p><p>Triplet</p><p>okay</p><p>Great <span data-name="blush" data-type="emoji">😊</span> Let’s do one more small step.</p><p>If the hydrogen we’re looking at has two neighbouring hydrogens that are equivalent (they behave the same way), what signal does it usually produce?</p><p>Doublet (2 lines)</p><p>Triplet (3 lines)</p><p>Doublet of doublets (4 lines)</p><p>Correct! Two equivalent neighbouring hydrogens usually give a triplet.</p><p>They behave together, creating three signal lines.</p><p>ok</p><p>You’re doing fine <span data-name="blush" data-type="emoji">😊</span> Now let’s connect this to the part that was confusing you.</p><p>If a hydrogen has two neighbouring hydrogens that are NOT equivalent, what can its signal look like?</p><p>Triplet (3 lines)</p><p>Doublet of doublets (4 lines)</p><p>Singlet (1 line)</p><p>ok</p><p>You’re getting there! <span data-name="blush" data-type="emoji">😊</span> Let’s try one final question using your original furan ring.</p><p>Remember:</p><ul><li><p>d = 2 lines</p></li><li><p>t = 3 lines</p></li><li><p>dd = 4 lines from two different splitting interactions</p></li></ul><p>If a hydrogen couples to two non-equivalent neighbouring hydrogens, why can it give a dd instead of a triplet?</p><p>Because both neighbours split the signal by different amounts. this</p><p>Because the hydrogen splits into four pieces.</p><p>Because there are four neighbouring hydrogens.</p>

No worries — let’s start right at the beginning, using your furan ring. We’ll leave doublets and quartets aside for a moment.

Step 1: What counts as a neighbouring hydrogen?

Look at this simple example:

Imagine each letter is a hydrogen attached to a carbon in a molecule.

Hᵦ is a neighbour of Hₐ if their carbons are directly connected to each other (in a typical simple proton NMR example).

Think of it like houses on a street: the houses directly next door are neighbours; houses farther down the street are not immediate neighbours.

Step 2: Try one together

If we are looking at Hₐ, which hydrogen is directly next to it in the drawing?

Hᵦ only

Hᵦ and Hᵈ

Hᵦ, H꜀ and Hᵈ

Once this part clicks, we can use the neighbouring hydrogens to understand splitting — one step at a time.

okay got that now

Yay! 😊 That’s the first step sorted.

Now let’s connect it to NMR splitting, one step at a time.

Step 2: How many neighbouring hydrogens?

Remember our drawing? We were looking at Hₐ, which had two neighbouring hydrogens: Hᵦ and Hᵈ.

Here’s the basic rule:

Neighbouring hydrogens

Signal

0

Singlet (s)

1

Doublet (d)

2 equivalent hydrogens

Triplet (t)

3 equivalent hydrogens

Quartet (q)

2 non-equivalent hydrogens

Often a doublet of doublets (dd)

The key word is equivalent: the two neighbouring hydrogens must behave the same way for the usual triplet rule to apply.

Your turn!

If the hydrogen we’re looking at has just one neighbouring hydrogen, what signal does it usually produce?

Singlet

Doublet

Triplet

okay

Great 😊 Let’s do one more small step.

If the hydrogen we’re looking at has two neighbouring hydrogens that are equivalent (they behave the same way), what signal does it usually produce?

Doublet (2 lines)

Triplet (3 lines)

Doublet of doublets (4 lines)

Correct! Two equivalent neighbouring hydrogens usually give a triplet.

They behave together, creating three signal lines.

ok

You’re doing fine 😊 Now let’s connect this to the part that was confusing you.

If a hydrogen has two neighbouring hydrogens that are NOT equivalent, what can its signal look like?

Triplet (3 lines)

Doublet of doublets (4 lines)

Singlet (1 line)

ok

You’re getting there! 😊 Let’s try one final question using your original furan ring.

Remember:

  • d = 2 lines

  • t = 3 lines

  • dd = 4 lines from two different splitting interactions

If a hydrogen couples to two non-equivalent neighbouring hydrogens, why can it give a dd instead of a triplet?

Because both neighbours split the signal by different amounts. this

Because the hydrogen splits into four pieces.

Because there are four neighbouring hydrogens.

knowt flashcard image
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<p>Look at the ring in your diagram. Each hydrogen has two other ring hydrogens it can couple with.</p><p>1. Signal for Hₐ</p><p>Hₐ couples with Hₘ and Hₓ.</p><ul><li><p>Hₘ splits Hₐ's signal into 2.</p></li><li><p>Hₓ splits those 2 lines into 4.( 2 from before is added to make 4)</p></li></ul><p>Result: dd (4 lines)</p><p>2. Signal for Hₘ</p><p>Hₘ couples with Hₐ and Hₓ.</p><ul><li><p>Hₐ splits Hₘ's signal into 2.</p></li><li><p>Hₓ splits those 2 lines into 4.</p></li></ul><p>Result: dd (4 lines)</p><p>3. Signal for Hₓ</p><p>Hₓ couples with Hₐ and Hₘ.</p><ul><li><p>Hₐ splits Hₓ's signal into 2.</p></li><li><p>Hₘ splits those 2 lines into 4.</p></li></ul><p>Result: dd (4 lines)</p><p>But why a dd instead of a triplet?</p><p>Because the two neighbouring hydrogens are not equivalent. They couple with the hydrogen you’re observing by different amounts.</p><ul><li><p>Two equivalent neighbours → usually a triplet.</p></li><li><p>Two non-equivalent neighbours → potentially a dd.</p></li></ul><p>Remember, the letters A, M and X just label the three different hydrogens. Each hydrogen has its own signal and can couple with the other two.</p><p>Quick check: If Hₐ couples with Hₘ and Hₓ, how many other hydrogens is Hₐ coupling with?</p>

Look at the ring in your diagram. Each hydrogen has two other ring hydrogens it can couple with.

1. Signal for Hₐ

Hₐ couples with Hₘ and Hₓ.

  • Hₘ splits Hₐ's signal into 2.

  • Hₓ splits those 2 lines into 4.( 2 from before is added to make 4)

Result: dd (4 lines)

2. Signal for Hₘ

Hₘ couples with Hₐ and Hₓ.

  • Hₐ splits Hₘ's signal into 2.

  • Hₓ splits those 2 lines into 4.

Result: dd (4 lines)

3. Signal for Hₓ

Hₓ couples with Hₐ and Hₘ.

  • Hₐ splits Hₓ's signal into 2.

  • Hₘ splits those 2 lines into 4.

Result: dd (4 lines)

But why a dd instead of a triplet?

Because the two neighbouring hydrogens are not equivalent. They couple with the hydrogen you’re observing by different amounts.

  • Two equivalent neighbours → usually a triplet.

  • Two non-equivalent neighbours → potentially a dd.

Remember, the letters A, M and X just label the three different hydrogens. Each hydrogen has its own signal and can couple with the other two.

Quick check: If Hₐ couples with Hₘ and Hₓ, how many other hydrogens is Hₐ coupling with?

Each neighbouring hydrogen splits the signal separately, and the two splittings can have different spacings.

dd = 4 lines from two different splitting interactions

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<p><span style="background-color: transparent;">how do you know which proton to start the splitting from?</span></p><p><span style="background-color: transparent;">Greater the coupling constant, more the splitting strong.. so start with the proton of high coupling constant.</span></p><p>One signal</p><p>We begin with one signal for \(H_A\).</p><p>First</p><p>\(H_M\) splits it</p><p>One signal becomes two lines. This is a doublet.</p><p>Second</p><p>\(H_X\) splits it too</p><p>Each of those two lines splits again, giving four lines in total.</p><p>Result</p><p>Doublet of doublets (dd)</p><p>Two separate splitting interactions produce four lines.</p><p>The same reasoning applies to \(H_M\) and \(H_X\): each can couple to the other two hydrogens, giving a dd when both couplings are resolved.</p><p>3. What do \(J_{AM}\), \(J_{AX}\) and \(J_{MX}\) mean?</p><p>The pink labels are called coupling constants, written as \(J\). They tell you the strength of the interaction between two particular hydrogens, measured in hertz (Hz).</p><table style="min-width: 50px;"><colgroup><col style="min-width: 25px;"><col style="min-width: 25px;"></colgroup><tbody><tr><th colspan="1" rowspan="1"><p>Label</p></th><th colspan="1" rowspan="1"><p>Meaning</p></th></tr><tr><td colspan="1" rowspan="1"><p>\(J_{AM}\)</p></td><td colspan="1" rowspan="1"><p>Coupling between \(H_A\) and \(H_M\)</p></td></tr><tr><td colspan="1" rowspan="1"><p>\(J_{AX}\)</p></td><td colspan="1" rowspan="1"><p>Coupling between \(H_A\) and \(H_X\)</p></td></tr><tr><td colspan="1" rowspan="1"><p>\(J_{MX}\)</p></td><td colspan="1" rowspan="1"><p>Coupling between \(H_M\) and \(H_X\)</p></td></tr></tbody></table><p>Each hydrogen has two different coupling interactions:</p><ul><li><p>\(H_A\) couples to \(H_M\) and \(H_X\).</p></li><li><p>\(H_M\) couples to \(H_A\) and \(H_X\).</p></li><li><p>\(H_X\) couples to \(H_A\) and \(H_M\).</p></li></ul><p>That is why each can produce a dd.</p><p>4. What does AMX mean at the bottom?</p><p>AMX is simply a way of labelling three chemically different hydrogens whose signals occur at different chemical shifts.</p><ul><li><p>A and X are furthest apart in chemical shift.</p></li><li><p>M lies in between them.</p></li></ul><p>Chemical shift tells you where a signal appears on the NMR spectrum. Coupling tells you how that signal splits.</p><p>These are two different things!</p><p>The one thing to remember</p><p>Chemical shift = where the signal appears.</p><p>Coupling = how the signal splits.</p><p>dd = two different coupling interactions, each splitting the signal into two.</p><p>You don't need to calculate the \(J\) values just to understand why the signals are labelled dd.</p>

how do you know which proton to start the splitting from?

Greater the coupling constant, more the splitting strong.. so start with the proton of high coupling constant.

One signal

We begin with one signal for \(H_A\).

First

\(H_M\) splits it

One signal becomes two lines. This is a doublet.

Second

\(H_X\) splits it too

Each of those two lines splits again, giving four lines in total.

Result

Doublet of doublets (dd)

Two separate splitting interactions produce four lines.

The same reasoning applies to \(H_M\) and \(H_X\): each can couple to the other two hydrogens, giving a dd when both couplings are resolved.

3. What do \(J_{AM}\), \(J_{AX}\) and \(J_{MX}\) mean?

The pink labels are called coupling constants, written as \(J\). They tell you the strength of the interaction between two particular hydrogens, measured in hertz (Hz).

Label

Meaning

\(J_{AM}\)

Coupling between \(H_A\) and \(H_M\)

\(J_{AX}\)

Coupling between \(H_A\) and \(H_X\)

\(J_{MX}\)

Coupling between \(H_M\) and \(H_X\)

Each hydrogen has two different coupling interactions:

  • \(H_A\) couples to \(H_M\) and \(H_X\).

  • \(H_M\) couples to \(H_A\) and \(H_X\).

  • \(H_X\) couples to \(H_A\) and \(H_M\).

That is why each can produce a dd.

4. What does AMX mean at the bottom?

AMX is simply a way of labelling three chemically different hydrogens whose signals occur at different chemical shifts.

  • A and X are furthest apart in chemical shift.

  • M lies in between them.

Chemical shift tells you where a signal appears on the NMR spectrum. Coupling tells you how that signal splits.

These are two different things!

The one thing to remember

Chemical shift = where the signal appears.

Coupling = how the signal splits.

dd = two different coupling interactions, each splitting the signal into two.

You don't need to calculate the \(J\) values just to understand why the signals are labelled dd.

Look at the ring in your diagram. Each hydrogen has two other ring hydrogens it can couple with.

1. Signal for Hₐ

Hₐ couples with Hₘ and Hₓ.

  • Hₘ splits Hₐ's signal into 2.

  • Hₓ splits those 2 lines into 4.

Result: dd (4 lines)

2. Signal for Hₘ

Hₘ couples with Hₐ and Hₓ.

  • Hₐ splits Hₘ's signal into 2.

  • Hₓ splits those 2 lines into 4.

Result: dd (4 lines)

3. Signal for Hₓ

Hₓ couples with Hₐ and Hₘ.

  • Hₐ splits Hₓ's signal into 2.

  • Hₘ splits those 2 lines into 4.

Result: dd (4 lines)

But why a dd instead of a triplet?

Because the two neighbouring hydrogens are not equivalent. They couple with the hydrogen you’re observing by different amounts.

  • Two equivalent neighbours → usually a triplet.

  • Two non-equivalent neighbours → potentially a dd.

Remember, the letters A, M and X just label the three different hydrogens. Each hydrogen has its own signal and can couple with the other two.

Quick check: If Hₐ couples with Hₘ and Hₓ, how many other hydrogens is Hₐ coupling with?

uick check: If Hₐ couples with Hₘ and Hₓ, how many other hydrogens is Hₐ coupling with?

two hydrogens ?

YES! Exactly right! 🎉

Hₐ couples with two other hydrogens: Hₘ and Hₓ.

Now the next step:

  • Hₘ splits Hₐ’s signal into 2 lines.

  • Hₓ splits each of those lines into 2 more.

  • You get 4 lines altogether = a dd.


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<p>Look at the molecule on the left. It has an OH group and two CH₂ groups.</p><p>The important part is the chain:</p><p>NCH2CH2OH</p><p>The diagram shows three signals:</p><ul><li><p>OH = triplet (t) in this example.</p></li><li><p>NCH₂ = triplet (t).</p></li><li><p>CH₂O = quartet (q).</p></li></ul><p>Why is CH₂O a quartet? Because the CH₂ group next to oxygen couples with:</p><ul><li><p>The two hydrogens on the neighbouring NCH₂ group → usually gives a triplet, if those two hydrogens are equivalent.</p></li><li><p>The OH hydrogen → can split it further, giving a quartet if that coupling is resolved.</p></li></ul><p>So the CH₂O signal changes from a triplet to a quartet because of the extra OH coupling.</p><p>2.WhathappenswhenD₂Oisadded?</p><p>D₂O is heavy water. It exchanges the hydrogen in OH for deuterium (D):</p><p>\</p><p>The OH hydrogen is replaced by D.</p><p>Why does that matter? The OH proton no longer provides the same splitting of the CH₂O signal. Deuterium behaves differently from ordinary hydrogen in a ¹H NMR spectrum, and its coupling to nearby protons is usually not resolved in the same way.</p><p>3.WhydoesCH₂Ochangefromaquartettoatriplet?</p><p>Before adding D₂O:</p><ul><li><p>Two neighbouring NCH₂ hydrogens give a triplet.</p></li><li><p>Coupling to OH splits those lines further, giving a quartet in the simplified example.</p></li></ul><p>After adding D₂O:</p><ul><li><p>The OH proton is replaced by D.</p></li><li><p>That OH-related splitting disappears.</p></li><li><p>The two neighbouring NCH₂ hydrogens now give a triplet.</p></li></ul><p>The OH signal also disappears from the ¹H NMR spectrum because the OH proton has been exchanged for deuterium.</p><p>Themainthingtoremember</p><p>D₂O replaces exchangeable OH hydrogens with deuterium. This makes the OH signal disappear and can remove splitting caused by the OH proton.</p><p>One small correction to the diagram’s shorthand: the quartet-to-triplet change is best understood as loss of the resolved coupling to OH, leaving the usual triplet from the two neighbouring CH₂ hydrogens.</p>

Look at the molecule on the left. It has an OH group and two CH₂ groups.

The important part is the chain:

NCH2CH2OH

The diagram shows three signals:

  • OH = triplet (t) in this example.

  • NCH₂ = triplet (t).

  • CH₂O = quartet (q).

Why is CH₂O a quartet? Because the CH₂ group next to oxygen couples with:

  • The two hydrogens on the neighbouring NCH₂ group → usually gives a triplet, if those two hydrogens are equivalent.

  • The OH hydrogen → can split it further, giving a quartet if that coupling is resolved.

So the CH₂O signal changes from a triplet to a quartet because of the extra OH coupling.

2.WhathappenswhenD₂Oisadded?

D₂O is heavy water. It exchanges the hydrogen in OH for deuterium (D):

\

The OH hydrogen is replaced by D.

Why does that matter? The OH proton no longer provides the same splitting of the CH₂O signal. Deuterium behaves differently from ordinary hydrogen in a ¹H NMR spectrum, and its coupling to nearby protons is usually not resolved in the same way.

3.WhydoesCH₂Ochangefromaquartettoatriplet?

Before adding D₂O:

  • Two neighbouring NCH₂ hydrogens give a triplet.

  • Coupling to OH splits those lines further, giving a quartet in the simplified example.

After adding D₂O:

  • The OH proton is replaced by D.

  • That OH-related splitting disappears.

  • The two neighbouring NCH₂ hydrogens now give a triplet.

The OH signal also disappears from the ¹H NMR spectrum because the OH proton has been exchanged for deuterium.

Themainthingtoremember

D₂O replaces exchangeable OH hydrogens with deuterium. This makes the OH signal disappear and can remove splitting caused by the OH proton.

One small correction to the diagram’s shorthand: the quartet-to-triplet change is best understood as loss of the resolved coupling to OH, leaving the usual triplet from the two neighbouring CH₂ hydrogens.