Transcript Document

Pulse widths
could be
10-2 μs
Sine
arbitrary phae sinuous
magnet/Permanent magnet
Systems
Z-direction
Magnet
Current
source
Supercon
magnet systems
above 100MHz
up to 900MHz as
known currently
Z-direction
100 MHz Electro-
cosine
Superconduc
ting current
carrying coils
CW RF Oscillator
mw power
RF
Crystal
Detector
CWPulsed
Mode
of
Mode of
detection
Detection
Pulsed RF Transmitter
Signal
generation
Probe with
sample coil
and sample
in Magnetic
Field
Display/Record
High gain RF
receiver/detector
Signal
receiving
and
detection
Time domain signal
to computer for FFT
Display monitor/Plotter
Flowing Current and Induced
Magnetic Fields in a Solenoid
Electrons (Blue
Circles) Move
and the
Conventional
Current Flows
in the Opposite
direction.
The MOTION of the (red) isolated (?) northpoles indicate the induced field
distributions and in reality there are no lines existing for the LINES of FORCES (as
drawn in the previous slide. It is a virtual line and LOCUS of the point North pole.)
PULSE WIDTH
PEAK to PEAK PULSE Amplitude
1.50
1.00
0.50
0.00
-0.50
-1.00
-1.50
0.0
5.0
cosine
10.0
15.0
Exponenetial
20.0
25.0
product(cos*exp)=fid
Free
Induction
Digitized
Received
Analog
Signal
Analog to
Digital
Converter
FID analog signal
FID digitized points
ADC
Digitized
Signal
All the signal shapes have been calculated in MS EXCEL
In practice FFT program calculates Frequency domain spectra from the time domain signal
Integration
FID
FT Imag.
Time Domain Signal
FT Real
Pulsed
detection
mode
Frequency Domain Spectra after FT
Similar to the CW mode Spectra
Power
Amplifier
Rectangular RF Pulse
HR NMR in
Liquids 100W
NMR of Solids
3KW PP
Matched 50 Ω
High Power
RF Pulses to
Probe
Sample
coil in the
Probe
with
sample
Spectrum to
display
monitor/Plotter
FID
CW RF
Source
Gate
Low noise RF
Preamplifier
DC Pulse
High Gain Signal
Amplifier
Pulse
Programmer
Reference Signal
Transmitter
computer
[FFT]
Receiver
Phase Sensitive
Detector
Time
Domain
signal
ADC
Basic Probe unit is a
Resonance Circuit
with tunable split
capacitors
configuration for
matching.
Sample
tube with
sample
RF Source
(sweep
generator)
High-Power
pulse
RF Bridge
transmitter
(Hybrid
Junction)
Pulsed RF mode
50Ω
CW Mode
RF Signal
receiverReceiver
detector
off time
CW Mode
Low noise
pre-amplifier
Scope
/high
gain
receiver/PSD/
Digital
computer/Plo
tter
52341
Probe &
sample
Transmitter ON
time
Receiver
OFF time
Crossed Diodes
Receiver
After the RF pulse, the FID is the
impulse response from the sample
spin system. The pulsing and FID can
be repeated and added to acquire the
averaged signal for better signal to
noise ratio
Receiver
Silent or dead
time
DATA
acquisition
starts at this
time
Signal
level
exp1.9
exp2.8
exp5.8
exp8
exp12
Noise
Long T2
Short T2
exp1.9
exp12
Achieving a Sharp signal Level
depends on the homogeneity
of the magnetic filed:
Shimmimng the magnetic
field using gradient
correction coils and sample
spinning are the provisions in
the spectrometer system for
improving the homogeneity
OH-CH2-CH3
HR PMR ch3ch2oh
Acidic medium: spin coupling
for OH protons do not show up
5
CH3
Intensity/Amplitude
3.61 ppm
4
5.24 ppm
OH
3
1.13 ppm
CH2
0
2
1
TMS δ= 0 ppm
0
348
323
298
273
Moderate Resolution
HR PMR Spectrum
248
223
198
173
148
123
98
73
48
23
frequency from TMS
HR PMR ch3ch2oh
δ= 1.13 ppm
This calculated and simulated [60 MHz] spectrum has the chemical shift
and frequency values as obtained from a real NMR spectrum of alcohol.
The above figure plotted using MS Excel application and line drawing
from MS WORD drawing tools. High Resolution spectrum as shown
above would be possible with good homogeneity of the magnetic field.
In the Pulsed Field Gradient PFG
and Magnetic Resonance Imaging
The inherent
unwanted and
incidental
inhomogeneities
are reduced by
Shimming and
sample spinning
MRI techniques calculated field
gradient are externally superposed.
NMR
frequency
will vary
linearly
along the
3 lines
length.
inside
6 lines
inside
Along the length same
nmr frequency for the
sample
Equal number of lines pass through fixed area
of cross section along the length
Linear Field Gradient
along z-axis.