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Abstract
This invention uses the fact that the gravity force is as
strong as the electromagnetic forces; below one
millimeter distance, and gravity propagates at a slower
speed than electromagnetism. This Application is for a
Utility Patent on the use of a type device the inventor
characterizes as a “mass spin-valve” or “gravitational
rectifier” which uses gravitational frame dragging to
produce (1) an electric signal and/or (2) associated
mechanical force, for (A) general use in surface
characterization work and (B) power produced by the
presence or the absence of matter on a spinning disk.




                 Utility Patent Application US 13/595,424 Pending, 08/27/12
                                                    1
Field of Invention
  On Earth's surface, a mass of 1 kg exerts a force of
approximately 9.8 Newtons (N). 1 N is the force of
Earth's gravity on a mass of about 102 g = (1⁄9.81 kg) of
force [down] (or 1.0 kilogram-force; 1 kgf=9.80665 N by
definition). It is shown that the presence or the absence
of matter on a spinning disk’s surface creates gravity-
induction on the spinning disk that can be measured as a
mechanical force signal from piezoelectric Glide head
and also as an induced electrical signal on a GMR head.
It is shown that both bumps and pits on a spinning disk
produce a mechanical force that can be detected with a
piezoelectric crystal mounted on a head slider. It is
shown that an magneto-resistive (MR) element flying
over a spinning disk coated with a magnetic media can
be used to detect micro-fabricated pit and bump defects
down to the 1µm x 1µm in area and to less than 1µ”
height/depth or about 25.4 nm [25.4 x 10-9 meters].
                 Utility Patent Application US 13/595,424 Pending, 08/27/12
                                                    2
Field of Invention-continued
  It is shown that part of the MR modulation read back
signal corresponds to the switch in the magnetization
polarity of the media is produced by the edges of the
bumps and pits. The product of the time change between
the positive and negative magnetic transition modulation
pulses times the linear velocity scales to within 200nm of
the defects width along the circumference as measured
with an atomic-force microscope (AFM). It is shown that
the mass spin-valve signal (MS signal) signal is the
central peak offset voltage whose offset voltage is
dependent on the type of defect and its size. It is shown
that the MR magnetic modulation signal induced by a
micro-fabricated defect is dependent on the polarity of
DC erase on the MR media but the MR mass spin-valve
signal (or “MS” signal) is independent of the polarity of
DC erase.

                  Utility Patent Application US 13/595,424 Pending, 08/27/12
                                                     3
Field of Invention-continued
 Independent of the magnetic media it is shown that an
magneto-resistive (MR) element flying over a spinning
disk that the MR element experiences increasing MR
mass spin-valve signal MS signal with increasing defect
width along a radius perpendicular to the direction of disk
rotation. Pit defects exhibit an [up] going gravity-induced
force which can be converted to an electric MS signal
pulse due to increased MR element and disk spacing. It
is shown that the bump defects exhibit a [down] going
gravity-induced force which can be converted to an
electric MS signal pulse representing a decrease in the
MR element and disk spacing.              For comparison
purposes, the expected equivalent normal gravity force
(in units of –nNewtons is calculated from the bump’s
volume as determined with the AFM and the density of
Tungsten (W) 19.3 g/cm3, as shown in Table 1.

                  Utility Patent Application US 13/595,424 Pending, 08/27/12
                                                     4
MR mass       MR      mass   Expected
                   AFM       MR          MR           spin-valve    spin-valve     normal
Design Defect AFM Height     Modulation Modulation Signal           Signal         Gravity Force
Width Type Width or Depth Pulse          Delay x      Maximum       Minimum        Bump Volume
(µm)          (µm) (µin/ nm) Delay(µSec) Velocity(µm) Ampl(Vp)      Ampl(Vp)       x 19.3g/cm3
                                                      Anti-GForce    GForce        density of W
                                                      (nNewtons)    (−nNewtons)    (−nNewtons)
40    Bump 40.9     1.27/32.3 3.23       41.021       NA            -2             -0.00010630
20    Bump 20.2     1.22/31 1.6          20.3         NA            -0.805         -0.00002489
10    Bump 10.9     1.27/32.3 0.858      10.8966      NA            -0.304         -0.00000755
6     Bump 6.56     1.22/31 0.518        6.5786       NA            -0.185         -0.00000262
4     Bump 4.76     1.24/31.5 0.38       4.826        NA            -0.14          -0.00000140
2     Bump 2.8      1.04/26.4 0.218      2.7686       NA            -0.065         -0.00000041
1     Bump 2.4      1.05/26.7 0.19       2.413        NA            -0.04          -0.00000030
40    Pit  42.2     1.7/43.2 3.31        42.037       0.378         NA             NA
20    Pit  20.4     1.99/50.5 1.59       20.193       0.287         NA             NA
10    Pit  10.3     2.02/51.3 0.814      10.3378      0.245         NA             NA
6     Pit  6.28     1.92/48.8 0.498      6.3246       0.163         NA             NA
4     Pit  4.25     1.59/40.4 0.34       4.318        0.141         NA             NA
2     Pit  2.4      1.65/41.9 0.208      2.6416       0.102         NA             NA
1     Pit  1.28     1.86/47.2 0.104      1.3208       0.055         NA             NA
                                        Table 1
                             Utility Patent Application US 13/595,424 Pending, 08/27/12
                                                                5
Background of Related Art
  Quality control for high density recording requires that
the computer’s hard disk surface be free of defects
larger than 1µm x 1µm in areal size or better. Current
methods for characterizing defects of this size are limited
by slow metrology techniques such as Atomic Force
Microscopy (AFM), the associated Magnetic Force
Microscopy (MFM), Magnetic Phase Microscope (MPM)
or faster techniques like Piezoelectric (PZT) Glide.
Another faster defect detection technique that uses spin
stands such as magnetic certification testers that detect
missing pulses at high frequency write and read rates
(i.e. Phase Metrics MG250 a type of hard disk certifier).
An atomic force microscope image from a 10µm x 10µm
area pit is shown in Figure 1

                  Utility Patent Application US 13/595,424 Pending, 08/27/12
                                                     6
In Figure 1 a) is the AFM image. A magnetic force microscope image of a written
track from a typical hard disk is shown in Figure 1 b). An MR read back signal
from a magnetically erased disk and a certification missing pulse test reading for
the same 10µm x 10µm area pit are shown in Figures 1 c) and 1 d) respectively.




                           Utility Patent Application US 13/595,424 Pending, 08/27/12
                                                              7
Fourteen defects were fabricated on a 2400 Oe 31.5mil 95mm MR disk using a Focused Ion
Beam (FIB). Seven bumps of ~1.25µin (~32nm) height were deposited, and seven pits
~2µin (~51nm) deep were etched, on a disk 50 mils (~1.27mm) apart on a radius, as shown
in Figure 2. See Table 1
                      1.8”        40x40 um
                                                     MS signal Calibration
                                                      Bump and Pit Disk
                      1.75”       20x20 um


                      1.6”        10x10 um


                      1.65”        6x6 um    Bumps


                       1.6”        4x4 um


                      1.55”        2x2 um


                       1.5”        1x1 um



                                                                12.5
                       1.4”       40x40 um


                       1.45”      20x20 um                   47.5


                       1.3”       10x10 um

                                             Pits    Critical Dimensions
                       1.35”       6x6 um
                                                      mm          inch
                                                      12.5             0.49
                                                      47.5             1.87
                       1.2”        4x4 um


                       1.25”       2x2 um


                        1.2”       1x1 um

                               Utility Patent Application US 13/595,424 Pending, 08/27/12
                                                                  8           :
The MS signal of bump defects exhibited a negative polarity pulse as shown in Figure 3.
The 1.25µin 10µm x 10µm bump measured with an AFM produces a characteristic PZT
Glide signal [at 890 ips] of the downward force of the bump on the downward facing head
slider and a characteristic MR magnetic modulation signal plus MS signal of a bump.
  Signal Characteristics from Reference 10µm x 10µm ~1.25 µin Bump Defect




                                   AFM Microgaph




            Non-contact PZT Glide                  Non-contact MS-valve signal
                            Utility Patent Application US 13/595,424 Pending, 08/27/12
                                                               9
Figure 4 shows that for ~2µin 10µm x 10µm pit measured with an AFM produce
a PZT Glide signal [measured at 890 ips] and the characteristic MR magnetic
modulation signal plus MS signal of a pit.
    Signal Characteristics from Reference 10µm x 10µm ~2 µin Pit Defect




                              AFM Micrograph




          Non-contact PZT Glide                Non-contact MS-valve signal

                        Utility Patent Application US 13/595,424 Pending, 08/27/12
                                                           10
Figure 5 shows that 10µm x 10µm bump defect at a radius of 1.7 inches on a
disk spinning at a linear velocity of 500 inches per second exhibits two
electromagnetic signals due to electromagnetic induction created by the edges
of the bump defect following Maxwell’s right hand rule and also exhibits the
gravitational induction signal of 0.304 Volts




                         Utility Patent Application US 13/595,424 Pending, 08/27/12
                                                            11
Figure 6 shows that 40µm x 40µm pit defect at a radius of 1.4 inches on a disk
spinning at a linear velocity of 500 inches per second exhibits two
electromagnetic signals due to electromagnetic induction created by the edges
of the pit defect and also exhibits the gravitational induction signal of 0.378 Volts




                            Utility Patent Application US 13/595,424 Pending, 08/27/12
                                                               12
Background of Related Art -continued
In a metallic conductor, current is carried by the flow of
electrons. In semiconductors, current is often
schematized as being carried either by the flow of
electrons or by the flow of positively charged "holes" in
the electron structure of the material. This inventor
postulates that there exists an equivalent quantum
nature to gravity associated with the presence and
absence of matter on the spinning disk to the quantum
nature in electromagnetism in the semiconductor
junction [or a rectifier] as a type electromagnetic spin
valve device which is based on the spin of conduction
energy band electrons in the semiconductor crystal.


                  Utility Patent Application US 13/595,424 Pending, 08/27/12
                                                     13
Figure 7 shows the gravitational induction equivalent as a gravitational rectifier in the
mass spin valve device; whereby the downward gravitational induction force [N type
donor gravitons] is produced by additional mass; equivalent to the electrons in the
semiconductor rectifier; and the upward gravitational induction force [P type acceptor
anti-gravitons] is produced by the absence of mass, equivalent to “holes” in the
semiconductor rectifier. Pit & Bump Volume v. Gforce Rectification
                                                                                  100
                                    Bumps with Height ~+30ηm height Volume α Gf2
                                      Bump Volume (µm3) = 6x(-Gf)2 - 7x(-Gf) - 0.4 80
                                                       R2 = 0.9997
                                                                                    60
                                                                                          Antigravitational Induction
       Pit or Bump Volume(µm3)




                                                                                    40

                                                                                    20

                                                                                     0
                                 -3.5          -2.5           -1.5           -0.5          0.5            1.5           2.5
                                                                                    -20     Pits with Depth ~-40ηm depth
                                                                                                    Volume α Gf3
                                                                                    -40    Pit Volume (µm3) = -3000xGf3 +
                                             Gravitational Induction                -60        1000xGf2 - 200xGf + 8
                                                                                                    R2 = 0.9979
                                                                                    -80

                                                                                -100
                                                                     Gforce (nNewton)
                                                         Utility Patent Application US 13/595,424 Pending, 08/27/12
                                                                                            14
Figure 8 shows that a pit defect that is 10µm wide along a radius centered at 1.3925
inches and 100µm long along the circumference of the disk on a disk spinning at a linear
velocity of 500 inches per second exhibits an anti-gravitational induction signal that is
2.1µSec propagations delayed from the first electromagnetic signal due to
electromagnetic induction created by the edge of the pit defect.




                             Utility Patent Application US 13/595,424 Pending, 08/27/12
                                                                15
Figure 9 shows that for pit defects there is a threshold of 2.1µSec propagation delay for
anti-gravitational induction frame dragging described by the relationship, Pit Delay (µSec)
α (Pit Width(µm))2 and also shows that for bump defects the threshold of propagation
delay for gravitational induction frame dragging was not yet sufficiently determined
                         Gravity-time dilation v. Width (µm)
                     6

                             Pit Delay (µSec) = -0.0004 x (Pit Width(µm)) 2 + 0.0574 x Pit Width(µm)
                                                            R2 = 0.995
                     5
                             Bump Delay (µSec) = 0.0568 x Bump Width(µm)
                                             R2 = 0.9978
                     4
 Time Delay (µSec)




                                 Pit Delay (uSec)
                                 Bump Delay (uSec)
                                 Poly. (Pit Delay (uSec))
                     3
                                 Linear (Bump Delay (uSec))



                     2



                     1



                     0
                         0               20                40                60               80       100   120
                                                                   Defect Width (µm)
                                                         Utility Patent Application US 13/595,424 Pending, 08/27/12
                                                                                            16
Figure 10 shows that the current piezoelectric glide defect detection utilized on
industrial hard disk certifiers is unable to detect pit type defects while certifier
missing pulse defect detection and correction algorithms are able to detect both
type defects (i.e., pits and bumps) fabricated on a MR disk using a FIB.




                           Utility Patent Application US 13/595,424 Pending, 08/27/12
                                                              17
Figure 11 shows a high degree of correlation between in the detection of the (MR
magnetic modulation signal plus MS signal), labeled as MS signal, and the
certifier missing pulse defect detection and correction algorithms utilized by in
industrial hard disk certifiers.




                          Utility Patent Application US 13/595,424 Pending, 08/27/12
                                                             18
Figure 12 shows the application of the patent for a scratch type defect on the
disk’s surface. The MR magnetic modulation signal plus MS signal are labeled as
non-contact MS-valve signal. The MR magnetic modulation signal exhibits
magnetic transition pulses only, with no MS signal present.

               Mass Spin-valve Signal on Scratch Defect




 Microscope Image ~2.5µm Width                Non-contact MS-valve Signal


                          Utility Patent Application US 13/595,424 Pending, 08/27/12
                                                             19
Figure 13 exhibits the results from a shallow pit type defect on the disk surface.
The read back signal exhibits MS signal only, with no MR magnetic modulation
signal present, but the characteristic polarity MS signal of a pit.

          Mass Spin-valve Signal on Polishing Defect Pit




  Microscope Image ~40µm x 30µm              Non-contact MS-valve Signal



                           Utility Patent Application US 13/595,424 Pending, 08/27/12
                                                              20
Figure 14 exhibits the results from a short bump type defect on the disk’s
surface. The read back signal exhibits MS signal only, with no MR magnetic
modulation signal present, but the characteristic MS signal of a bump .

               Mass Spin-valve Signal on Bumps




 Microscope Image ~40µm x 20µm           Non-contact MS-valve Signal



                        Utility Patent Application US 13/595,424 Pending, 08/27/12
                                                           21
Figure 15 shows that for some large defects a large thermal signal dominates the
MR modulation signal plus MS signal. The flash temperature rise (or drop)
nearby the MR sensor due to head disk contact (i.e., a head slap as pictured)
leads to a thermally induced signal from the MR read element. This is called a
“thermal asperity”.
                Mass Spin-valve Signal on Head Slap




   Microscope Image ~ 30µm x 10µm              Contact MS-valve Signal


                          Utility Patent Application US 13/595,424 Pending, 08/27/12
                                                             22

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Gravitational rectifier HD presentation

  • 1. Abstract This invention uses the fact that the gravity force is as strong as the electromagnetic forces; below one millimeter distance, and gravity propagates at a slower speed than electromagnetism. This Application is for a Utility Patent on the use of a type device the inventor characterizes as a “mass spin-valve” or “gravitational rectifier” which uses gravitational frame dragging to produce (1) an electric signal and/or (2) associated mechanical force, for (A) general use in surface characterization work and (B) power produced by the presence or the absence of matter on a spinning disk. Utility Patent Application US 13/595,424 Pending, 08/27/12 1
  • 2. Field of Invention On Earth's surface, a mass of 1 kg exerts a force of approximately 9.8 Newtons (N). 1 N is the force of Earth's gravity on a mass of about 102 g = (1⁄9.81 kg) of force [down] (or 1.0 kilogram-force; 1 kgf=9.80665 N by definition). It is shown that the presence or the absence of matter on a spinning disk’s surface creates gravity- induction on the spinning disk that can be measured as a mechanical force signal from piezoelectric Glide head and also as an induced electrical signal on a GMR head. It is shown that both bumps and pits on a spinning disk produce a mechanical force that can be detected with a piezoelectric crystal mounted on a head slider. It is shown that an magneto-resistive (MR) element flying over a spinning disk coated with a magnetic media can be used to detect micro-fabricated pit and bump defects down to the 1µm x 1µm in area and to less than 1µ” height/depth or about 25.4 nm [25.4 x 10-9 meters]. Utility Patent Application US 13/595,424 Pending, 08/27/12 2
  • 3. Field of Invention-continued It is shown that part of the MR modulation read back signal corresponds to the switch in the magnetization polarity of the media is produced by the edges of the bumps and pits. The product of the time change between the positive and negative magnetic transition modulation pulses times the linear velocity scales to within 200nm of the defects width along the circumference as measured with an atomic-force microscope (AFM). It is shown that the mass spin-valve signal (MS signal) signal is the central peak offset voltage whose offset voltage is dependent on the type of defect and its size. It is shown that the MR magnetic modulation signal induced by a micro-fabricated defect is dependent on the polarity of DC erase on the MR media but the MR mass spin-valve signal (or “MS” signal) is independent of the polarity of DC erase. Utility Patent Application US 13/595,424 Pending, 08/27/12 3
  • 4. Field of Invention-continued Independent of the magnetic media it is shown that an magneto-resistive (MR) element flying over a spinning disk that the MR element experiences increasing MR mass spin-valve signal MS signal with increasing defect width along a radius perpendicular to the direction of disk rotation. Pit defects exhibit an [up] going gravity-induced force which can be converted to an electric MS signal pulse due to increased MR element and disk spacing. It is shown that the bump defects exhibit a [down] going gravity-induced force which can be converted to an electric MS signal pulse representing a decrease in the MR element and disk spacing. For comparison purposes, the expected equivalent normal gravity force (in units of –nNewtons is calculated from the bump’s volume as determined with the AFM and the density of Tungsten (W) 19.3 g/cm3, as shown in Table 1. Utility Patent Application US 13/595,424 Pending, 08/27/12 4
  • 5. MR mass MR mass Expected AFM MR MR spin-valve spin-valve normal Design Defect AFM Height Modulation Modulation Signal Signal Gravity Force Width Type Width or Depth Pulse Delay x Maximum Minimum Bump Volume (µm) (µm) (µin/ nm) Delay(µSec) Velocity(µm) Ampl(Vp) Ampl(Vp) x 19.3g/cm3 Anti-GForce GForce density of W (nNewtons) (−nNewtons) (−nNewtons) 40 Bump 40.9 1.27/32.3 3.23 41.021 NA -2 -0.00010630 20 Bump 20.2 1.22/31 1.6 20.3 NA -0.805 -0.00002489 10 Bump 10.9 1.27/32.3 0.858 10.8966 NA -0.304 -0.00000755 6 Bump 6.56 1.22/31 0.518 6.5786 NA -0.185 -0.00000262 4 Bump 4.76 1.24/31.5 0.38 4.826 NA -0.14 -0.00000140 2 Bump 2.8 1.04/26.4 0.218 2.7686 NA -0.065 -0.00000041 1 Bump 2.4 1.05/26.7 0.19 2.413 NA -0.04 -0.00000030 40 Pit 42.2 1.7/43.2 3.31 42.037 0.378 NA NA 20 Pit 20.4 1.99/50.5 1.59 20.193 0.287 NA NA 10 Pit 10.3 2.02/51.3 0.814 10.3378 0.245 NA NA 6 Pit 6.28 1.92/48.8 0.498 6.3246 0.163 NA NA 4 Pit 4.25 1.59/40.4 0.34 4.318 0.141 NA NA 2 Pit 2.4 1.65/41.9 0.208 2.6416 0.102 NA NA 1 Pit 1.28 1.86/47.2 0.104 1.3208 0.055 NA NA Table 1 Utility Patent Application US 13/595,424 Pending, 08/27/12 5
  • 6. Background of Related Art Quality control for high density recording requires that the computer’s hard disk surface be free of defects larger than 1µm x 1µm in areal size or better. Current methods for characterizing defects of this size are limited by slow metrology techniques such as Atomic Force Microscopy (AFM), the associated Magnetic Force Microscopy (MFM), Magnetic Phase Microscope (MPM) or faster techniques like Piezoelectric (PZT) Glide. Another faster defect detection technique that uses spin stands such as magnetic certification testers that detect missing pulses at high frequency write and read rates (i.e. Phase Metrics MG250 a type of hard disk certifier). An atomic force microscope image from a 10µm x 10µm area pit is shown in Figure 1 Utility Patent Application US 13/595,424 Pending, 08/27/12 6
  • 7. In Figure 1 a) is the AFM image. A magnetic force microscope image of a written track from a typical hard disk is shown in Figure 1 b). An MR read back signal from a magnetically erased disk and a certification missing pulse test reading for the same 10µm x 10µm area pit are shown in Figures 1 c) and 1 d) respectively. Utility Patent Application US 13/595,424 Pending, 08/27/12 7
  • 8. Fourteen defects were fabricated on a 2400 Oe 31.5mil 95mm MR disk using a Focused Ion Beam (FIB). Seven bumps of ~1.25µin (~32nm) height were deposited, and seven pits ~2µin (~51nm) deep were etched, on a disk 50 mils (~1.27mm) apart on a radius, as shown in Figure 2. See Table 1 1.8” 40x40 um MS signal Calibration Bump and Pit Disk 1.75” 20x20 um 1.6” 10x10 um 1.65” 6x6 um Bumps 1.6” 4x4 um 1.55” 2x2 um 1.5” 1x1 um 12.5 1.4” 40x40 um 1.45” 20x20 um 47.5 1.3” 10x10 um Pits Critical Dimensions 1.35” 6x6 um mm inch 12.5 0.49 47.5 1.87 1.2” 4x4 um 1.25” 2x2 um 1.2” 1x1 um Utility Patent Application US 13/595,424 Pending, 08/27/12 8 :
  • 9. The MS signal of bump defects exhibited a negative polarity pulse as shown in Figure 3. The 1.25µin 10µm x 10µm bump measured with an AFM produces a characteristic PZT Glide signal [at 890 ips] of the downward force of the bump on the downward facing head slider and a characteristic MR magnetic modulation signal plus MS signal of a bump. Signal Characteristics from Reference 10µm x 10µm ~1.25 µin Bump Defect AFM Microgaph Non-contact PZT Glide Non-contact MS-valve signal Utility Patent Application US 13/595,424 Pending, 08/27/12 9
  • 10. Figure 4 shows that for ~2µin 10µm x 10µm pit measured with an AFM produce a PZT Glide signal [measured at 890 ips] and the characteristic MR magnetic modulation signal plus MS signal of a pit. Signal Characteristics from Reference 10µm x 10µm ~2 µin Pit Defect AFM Micrograph Non-contact PZT Glide Non-contact MS-valve signal Utility Patent Application US 13/595,424 Pending, 08/27/12 10
  • 11. Figure 5 shows that 10µm x 10µm bump defect at a radius of 1.7 inches on a disk spinning at a linear velocity of 500 inches per second exhibits two electromagnetic signals due to electromagnetic induction created by the edges of the bump defect following Maxwell’s right hand rule and also exhibits the gravitational induction signal of 0.304 Volts Utility Patent Application US 13/595,424 Pending, 08/27/12 11
  • 12. Figure 6 shows that 40µm x 40µm pit defect at a radius of 1.4 inches on a disk spinning at a linear velocity of 500 inches per second exhibits two electromagnetic signals due to electromagnetic induction created by the edges of the pit defect and also exhibits the gravitational induction signal of 0.378 Volts Utility Patent Application US 13/595,424 Pending, 08/27/12 12
  • 13. Background of Related Art -continued In a metallic conductor, current is carried by the flow of electrons. In semiconductors, current is often schematized as being carried either by the flow of electrons or by the flow of positively charged "holes" in the electron structure of the material. This inventor postulates that there exists an equivalent quantum nature to gravity associated with the presence and absence of matter on the spinning disk to the quantum nature in electromagnetism in the semiconductor junction [or a rectifier] as a type electromagnetic spin valve device which is based on the spin of conduction energy band electrons in the semiconductor crystal. Utility Patent Application US 13/595,424 Pending, 08/27/12 13
  • 14. Figure 7 shows the gravitational induction equivalent as a gravitational rectifier in the mass spin valve device; whereby the downward gravitational induction force [N type donor gravitons] is produced by additional mass; equivalent to the electrons in the semiconductor rectifier; and the upward gravitational induction force [P type acceptor anti-gravitons] is produced by the absence of mass, equivalent to “holes” in the semiconductor rectifier. Pit & Bump Volume v. Gforce Rectification 100 Bumps with Height ~+30ηm height Volume α Gf2 Bump Volume (µm3) = 6x(-Gf)2 - 7x(-Gf) - 0.4 80 R2 = 0.9997 60 Antigravitational Induction Pit or Bump Volume(µm3) 40 20 0 -3.5 -2.5 -1.5 -0.5 0.5 1.5 2.5 -20 Pits with Depth ~-40ηm depth Volume α Gf3 -40 Pit Volume (µm3) = -3000xGf3 + Gravitational Induction -60 1000xGf2 - 200xGf + 8 R2 = 0.9979 -80 -100 Gforce (nNewton) Utility Patent Application US 13/595,424 Pending, 08/27/12 14
  • 15. Figure 8 shows that a pit defect that is 10µm wide along a radius centered at 1.3925 inches and 100µm long along the circumference of the disk on a disk spinning at a linear velocity of 500 inches per second exhibits an anti-gravitational induction signal that is 2.1µSec propagations delayed from the first electromagnetic signal due to electromagnetic induction created by the edge of the pit defect. Utility Patent Application US 13/595,424 Pending, 08/27/12 15
  • 16. Figure 9 shows that for pit defects there is a threshold of 2.1µSec propagation delay for anti-gravitational induction frame dragging described by the relationship, Pit Delay (µSec) α (Pit Width(µm))2 and also shows that for bump defects the threshold of propagation delay for gravitational induction frame dragging was not yet sufficiently determined Gravity-time dilation v. Width (µm) 6 Pit Delay (µSec) = -0.0004 x (Pit Width(µm)) 2 + 0.0574 x Pit Width(µm) R2 = 0.995 5 Bump Delay (µSec) = 0.0568 x Bump Width(µm) R2 = 0.9978 4 Time Delay (µSec) Pit Delay (uSec) Bump Delay (uSec) Poly. (Pit Delay (uSec)) 3 Linear (Bump Delay (uSec)) 2 1 0 0 20 40 60 80 100 120 Defect Width (µm) Utility Patent Application US 13/595,424 Pending, 08/27/12 16
  • 17. Figure 10 shows that the current piezoelectric glide defect detection utilized on industrial hard disk certifiers is unable to detect pit type defects while certifier missing pulse defect detection and correction algorithms are able to detect both type defects (i.e., pits and bumps) fabricated on a MR disk using a FIB. Utility Patent Application US 13/595,424 Pending, 08/27/12 17
  • 18. Figure 11 shows a high degree of correlation between in the detection of the (MR magnetic modulation signal plus MS signal), labeled as MS signal, and the certifier missing pulse defect detection and correction algorithms utilized by in industrial hard disk certifiers. Utility Patent Application US 13/595,424 Pending, 08/27/12 18
  • 19. Figure 12 shows the application of the patent for a scratch type defect on the disk’s surface. The MR magnetic modulation signal plus MS signal are labeled as non-contact MS-valve signal. The MR magnetic modulation signal exhibits magnetic transition pulses only, with no MS signal present. Mass Spin-valve Signal on Scratch Defect Microscope Image ~2.5µm Width Non-contact MS-valve Signal Utility Patent Application US 13/595,424 Pending, 08/27/12 19
  • 20. Figure 13 exhibits the results from a shallow pit type defect on the disk surface. The read back signal exhibits MS signal only, with no MR magnetic modulation signal present, but the characteristic polarity MS signal of a pit. Mass Spin-valve Signal on Polishing Defect Pit Microscope Image ~40µm x 30µm Non-contact MS-valve Signal Utility Patent Application US 13/595,424 Pending, 08/27/12 20
  • 21. Figure 14 exhibits the results from a short bump type defect on the disk’s surface. The read back signal exhibits MS signal only, with no MR magnetic modulation signal present, but the characteristic MS signal of a bump . Mass Spin-valve Signal on Bumps Microscope Image ~40µm x 20µm Non-contact MS-valve Signal Utility Patent Application US 13/595,424 Pending, 08/27/12 21
  • 22. Figure 15 shows that for some large defects a large thermal signal dominates the MR modulation signal plus MS signal. The flash temperature rise (or drop) nearby the MR sensor due to head disk contact (i.e., a head slap as pictured) leads to a thermally induced signal from the MR read element. This is called a “thermal asperity”. Mass Spin-valve Signal on Head Slap Microscope Image ~ 30µm x 10µm Contact MS-valve Signal Utility Patent Application US 13/595,424 Pending, 08/27/12 22