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What is the purpose of gradients?
Gradients are used for spatial encoding to localize signal in the body by generating spatial variations in B0 or the main magnetic field
What are the three components of Gradients?
Gradient Coils, amplifiers and a cooling system
Z gradient
alters the long axis
Y gradient
alters the vertical axis
X gradient
alters the horizontal axis
x
sagittal
y
coronal
z
axial
what is the function of gradient amplifiers?
Gradient amplifiers supply the necessary current to the gradient in the coils during data acquisition
older gradient amplifiers used what?
Linear Analog Amplifiers (LAA) - prone to power loss and heating
Newer Models of gradient amplifiers use?
Pulse Width Modulated (PWM) design - improve efficiency by applying voltage in bursts (pulses), reducing heating and allowing the coil to interpret the supply as smooth and continuous if pulses are closely spaced
Amplitude - in other words means
strength
What does amplitude mean of gradients?
defines the power of the gradient and how steep or strong the gradient slope can be
What does amplitude determine?
spatial resolution
The units for amplitude are
mT/m or G/cm
The values of amplitude typically are
< 40 mT/m
rise time is another name for
speed
rise times is defined as
the time it takes a gradient to reach maximum amplitude
rise time is typically in units of
ms (milliseconds)
The typical values for rise time is
< 1000 ms
A diffusion is typically what value?
130ms
low amplitude gradients typically have ___________ times so its not a sole indicator of performance
shorter rise
Slew rate is
the speed(rise time) and strength(amplitude) of the gradient
slew rate is calculated as
amplitude/rise time
the units for slew rate are
mT/m/s
What does slew rate describe?
it describes how quickly the gradient magnetic field can be applied at a given amplitude over a given distance
What does duty cycle mean?
defines the percentage of time the gradient is permitted to work or spends at maximum amplitude during a TR period
High duty cycle =
heating
What helps reduce high duty cycle?
parallel imaging helps reduce RF exposure and scan time
What is a balanced gradient system in MRI, and what does it mean when "net gradient dephasing over the TR interval is zero?
A balanced gradient system is one where all gradient-induced phase shifts are fully reversed within each TR cycle.
"Net gradient dephasing over TR is zero" means that any dephasing caused by gradients is canceled out by the end of the TR, allowing spins to return to their original phase.
This results in a strong, steady signal and is used in sequences like bSSFP (e.g., TrueFISP, FIESTA) for high-contrast imaging of fluids and soft tissues.
Gradients alternately perform three main tasks for spatial localization:
slice thickness, slice selection, and frequency + phase encoding
Slice thickness is determined by what?
by the slope of the slice select gradient and the transmit bandwidth of RF
A steeper slope =
thinner slice
A shallower slope =
thicker slice
Why is the slice select gradient applied during both the 90° and 180° RF pulses in a spin echo sequence?
To ensure that both the initial excitation and the refocusing occur in the same imaging slice. The gradient selects the correct spatial location (slice) by making only the protons in that region resonate with the RF pulse.
During a spin echo sequence
slice select is on during the 90 degree and 180 degree pulses
dephasing and rephasing do what?
gradients cause magnetic moments to dephase (precessional frequencies slow down or speed up depending on location along the gradient) and then can be used to rephase them to generate an echo
What are eddy currents?
induced by rapidly switching gradients on and off in nearby conducting components (coils, main magnet, cryoshields)
eddy currents can cause an artifact called
Nyquist N/2 ghost
Eddy current can effect certain sequences:
DWI, MR Angio, Gradient echo, and sequences w/ very short TE.
Faradays law of induction
a changing magnetic field through a circuit induces an EMF (voltage)
Lenz law states
the induced current will create a magnetic field that opposes the change in the original magnetic flux
lorentz force
describes the force exerted on a charged particle moving in electric and magnetic fields