MAGNETIC RESONANCE IMAGING (MRI) Flashcards

1
Q

______ associated with atoms and nuclei were first described in the ___ (year).

A

Magnetic fields; 1930s

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2
Q

____ and ___ each received a Nobel Prize in physics for their work on atomic and nuclear magnetism. Rabi coined the term ____.

A

Otto Stern and Isador Rabi; nuclear magnetic resonance (NMR)

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3
Q

In (year), ____ and ____ at Harvard independently described NMR in a solid. They shared the 1952 Nobel Prize in physics for this work. Bloch continued extensive studies with the ___ , thereby laying the groundwork for later developments that led to MR

A

1946; Felix Bloch at Stanford and Edward Purcell ; NMR of water

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4
Q

is known as the father of MRI

A

Felix Bloch

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5
Q

He proposed some novel properties for the atomic nucleus, including that the nucleus behaves like a small magnet. He described this nuclear magnetism by what are now called

A

Bloch equations

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6
Q

He explain that a nucleus, because it spins on an imaginary axis, has an associated _____ This field is called a ____. Nucleons that have charge (e.g., protons) and that spin have even stronger magnetic fields.

A

magnetic field; magnetic moment

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7
Q

In the late (year)s engineer-physician ____, while working with NMR spectroscopy, showed that malignant tissue has a different _____ spectrum from normal tissue.

A

1960s; Raymond Damadian ; NMR (relaxation time of water)

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8
Q

This finding suggested that images of the body might be obtained by producing _____.

A

maps of relaxation rates.

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9
Q

He produced a crude NMR image of a __ tumor in ___ and the first body image in ___ . That image took almost (how long) to produce.

A

rat ;1974 ; 1976; 4 hours

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10
Q

_____, an NMR chemist at State University of New York in Stony Brook, developed the first imaging method using NMR that is similar to what is used today. He called this method ____, which was sort of Greek for saying that this imaging method requires a whole bunch of magnetic fields whizzing and buzzing around. I

A

Paul Lauterbur; zeugmatography

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11
Q

In (year) Lauterbur published the first cross-sectional images of objects obtained with MRI techniques. These first images were crude, and only ___ objects could be distinguished.

A

1973; large

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12
Q

Meanwhile in Nottingham, England, ____, a solid-state physicist, was engaged in similar research and eventually developed the ____method that is used for functional MR neuro imaging today.

A

Peter Mansfield; echoplanar MRI method

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13
Q

The basic principle of MRI is that protons in certain atomic nuclei, if placed in a ____, can be stimulated by (absorb energy from) ____ of the correct frequency. After this stimulation the protons ___ while energy is induced into a receiver antenna (the MRI signal), which is then digitized into a viewable image.

A

magnetic field; radio waves. relax;

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14
Q

____ represent the rates of signal decay and the return of protons to equilibrium.

A

Relaxation times

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15
Q

The earliest magnets were described ___ years ago as naturally occurring ___ stones that attracted iron. These “leading stones,” or lodestones, were thought to be magic by the natives in a region of present-day ___ , then known as ___ in the Greek language

A

2000; black ; western Turkey; Magnesia

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16
Q

A magnet is a material or object that produces a magnetic field. Magnets used for MRI are of three types:

A

permanent, resistive and superconductive.

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17
Q

In the space between the poles, the ____ is uniform enough for imaging.

A

magnetic field

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18
Q

A ____ is generated by a moving charge (electrical current). The direction of the magnetic field can either be ___ with respect to the direction of flow of the current.

A

magnetic field ; clockwise or counter-clockwise

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19
Q

___ or ___ determines the magnitude and direction of the magnetic field due to a current

A

Ampere’s law or Fleming’s right-hand rule

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20
Q

When a magnet is moved in and out of a closed circuit, an ___ current is produced, which ceases the moment the magnet stops moving. Such a current is called an ___ .

A

oscillating; induced electric current

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21
Q

___ explains the phenomenon of an induced current.

A

Faraday’s law of induction

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22
Q

____ is defined as the energy available from a unit of charge travelling once around a loop of wire. The ___ drives a current in the circuit and is the result of a changing magnetic field inducing an electric field.

A

electromotive force (emf)

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23
Q

formula for magnetic field

A

B=F/p, where B-field strength in tesla (T), F is force in newton (N), and p is pole strength in ampere meter (Am)

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24
Q

The tesla (T) is the standard international (SI) unit for the magnetic field. An older unit still very much in use is the gauss (G); 1 T equals ___ G.

A

10,000 G.

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25
Q

The atomic nucleus is the small, dense region consisting of___at the center of an atom, discovered in (year) by__based on the 1909 Geiger–Marsden ____

A

protonsandneutrons; 1911; Ernest Rutherford; gold foil experiment.

26
Q

An atom is composed of a positively charged nucleus, with a cloud of negatively charged electrons surrounding it, bound together by___.

A

electrostatic force.

27
Q

The direction of spin is random, so that some particles spin clockwise and others anticlockwise.

A

Proton spin

28
Q

When a nucleus has an ___ mass number, the spins cancel each other out so the nucleus has no net spin. When a nucleus has an __ mass number, the spins do not cancel each other out and the nucleus spins.

A

even; odd

29
Q

Due to the laws of ____, a moving unbalanced charge induces a magnetic field around itself.

A

electromagnetic induction,

30
Q

The direction and size of the magnetic field are denoted by a ___

A

magnetic moment.

31
Q

The total magnetic moment of the nucleus is the ___ of all the magnetic moments of protons in the nucleus.

A

vector sum

32
Q

Nuclei with an odd number of protons are said to be called __ .

A

MR active

33
Q

The common MR active nuclei, together with their mass numbers, are:

A

hydrogen 1 carbon 13 nitrogen 15
fluorine 19 sodium 23 oxygen 17

34
Q

___ is used to calculate the frequency or speed of precession for the magnetic moments of a specific nucleus in a specific magnetic field strength. The Larmor equation is simply stated as ___

A

Larmour equation; ω0 = γB0

35
Q

____ is denoted by ω0 and expressed in ___ (unit).

A

precessional frequency; megahertz (MHz)

36
Q

The strength of the external field is expressed in (unit) and denoted by the symbol B0.

A

tesla (T)

37
Q

___ is the precessional frequency of the magnetic moments of a specific nucleus at 1T and has units of MHz/T. It is denoted by γ.

A

gyromagnetic ratio

38
Q

As it is a constant of proportionality,
the precessional frequency or Larmor frequency is proportional to the ___ and can be calculated for any type of MR active nucleus and field strength.

A

strength of the external field

39
Q

An electromagnetic emission such as a ____ is composed of an oscillating electric field positioned 90° to an oscillating magnetic field.

A

radiofrequency (RF)

40
Q

The applied RF must be at the Larmor frequency, and its orientation must be ___ to the external magnetic field.

A

perpendicular

41
Q

When the RF is switched off, the magnetization will have rotated through an angle called ___. It depends on applied RF field strength and the total time that it is on

A

flip angle

42
Q

The component of the net magnetization vector parallel to the main magnetic field is called ___. ●By convention, the longitudinal magnetization is taken to point in the ___.

A

longitudinal magnetization; z-axis

43
Q

The component perpendicular to the main magnetic field is called ___. ●By convention, the transverse magnetization is taken to be in the ___.

A

transverse magnetization; x-y plane

44
Q

A magnetic moment travels through ___ radians during one rotation.

A

360 radians

44
Q

_____ means that the magnetic moments of hydrogen spins are at different places on the precessional path at a moment in time.

A

Out of phase or incoherent

44
Q

____ refers to the position of the magnetic moments of spins on their precessional path at any moment in time. Its units are ____ .

A

Phase Coherent; radians.

45
Q

____ means that the magnetic moments of hydrogen spins are at the same place on the precessional path at a moment in time

A

In phase or coherent

45
Q

____ is the sequence that obtains images that have a sufficiently long TE to measure T2 decay when using the ____ while still using a short TR.

A

steady state free precession

46
Q

In SSFP, there are usually two time periods to consider:

A

actual TE and effective TE

46
Q

(the time between the stimulated echo and the next excitation pulse);

A

actual time

46
Q

(the time from the stimulated echo to the excitation pulse that created it. This is the TE that determines the T2 weighting of the image)

A

effective time

47
Q

___ in MRI this is energy delivered to the spins via excitation.

A

Relaxation Time

48
Q

The amplitude of the voltage induced in the receiver coil therefore gradually decreases. This is called ___

A

free induction decay or FID.

49
Q

The magnetization in each tissue relaxes at different rates. This is one of the factors that create___. The withdrawal of the RF produces several effects

A

magnetization; image contrast

50
Q

Spins emit energy absorbed from the RF pulse through a process known __ and shift their magnetic moments from the high‐energy state to the low‐energy state. The NMV recovers and realigns to B0. This relaxation process is called ___

A

spin lattice energy transfer; T1- recovery

51
Q

The magnetic moments of the spins lose precessional coherence or dephase and the NMV decays in the transverse plane. The dephasing relaxation process is called

A

T2 decay

52
Q

T1 is also called the____. The term longitudinal refers to events occurring along the axis of the net magnetization vector, which is parallel to B0. T1 relaxation describes the growth and decay of MZ; therefore it is ___ in nature.

A

longitudinal or spin-lattice relaxation time; longitudinal

53
Q

Generally, for T1W images, tissue with short T1 appears___ ; tissue with long T1 appears __

A

bright; dark

54
Q

T1 relaxation is represented by an ___ value with time, whereas T2 relaxation is represented by a ___ value.

A

increasing ; decreasing

55
Q

T2 is called the ____ . Because T2 relaxation represents a loss of net XY magnetization, it represents the loss of phase coherence in a plane perpendicular to or transverse to M0. M0 lies along the Z-axis.

A

transverse relaxation time or spin spin relaxation time

56
Q

The concentration of nuclei in tissue processing at theLarmour frequency in a given region; one of the principal determinants of the strength of theNMR signal from the region.

A

Spin Density