Bustillos - COF
Bustillos - COF
Jenniffer Bustillos, Daniela Montero, Pranjal Nautiyal, Archana Loganathan, Benjamin Boesl,
Arvind Agarwal
Plasma Forming Laboratory, Department of Mechanical and Materials Engineering, Florida International
University, Miami, 33174 Florida
INTRODUCTION
The recent developments in the additive manufacturing
process such as three-dimensional (3D) printing, where
CAD-based functional structures are generated in a layer-
by-layer fashion [1], present advantages in the design and
optimization of models with complex features and tailored
mechanical properties for several applications including
orthopedic scaffolds and patient-specific implants [2].
Three-dimensional printing has proven to overcome many
of the limitations and complexities that conventional proce-
dures pose in the design of complex geometries, such as the
POLYMER COMPOSITES—2017
Three-dimensional printed composites demonstrated printed dense rectangular structures is characterized by a
enhanced stiffness, improved electrical conductivity and a ball-on-disk tribometer in dry sliding condition. Micro-
slight increase in its glass transition temperature by rv4% scopic examination was conducted to obtain a deeper
[18]. In a separate study, Dul et al. [19] observed the understanding of the deformation and wear mechanism
effects on the mechanical and thermal properties of 3D experienced by 3D printed microstructure of PLA-
printed ABS-graphene nanoplatelets (GNP) as a result of graphene.
the deposition orientation. The horizontal deposition was
found to exhibit the greatest enhancement in elastic mod- EXPERIMENTAL
ulus (32%), storage modulus (23%) and an increased ther-
mal stability by 26% compared to pure ABS, as a result Materials and Processing
of the alignment of GNPs along the tensile loading direc-
tion during deposition [19]. Zhang et al. [17] reported Polylactic acid (PLA) filament was procured from
enhanced electrical properties in 3D printed flexible cir- MakerBot Industries (Brooklyn, New York). It had a
cuits of reduced graphene oxide (r-GO) reinforced PLA diameter of 1.75 mm and density of 1.25 g/cm3. PLA-
composites prepared by melt blending with compositions based graphene (PLA-graphene) filament was acquired
of 6 wt%. A 1.75 mm diameter filament for fused deposi- from BlackMagic3D (Calverton, NY) with a diameter of
tion modeling (FDM) was obtained by melt extrusion of 1.75 mm, a volume resistance of 0.6 X=cm and a density
the composite. Three-dimensional printed samples demon- of 1.77 g/cm3 [22]. Two geometries were printed: (i)
strated an increase by 37% in elastic modulus, 75% in dense rectangular strips of 85 mm in length, 10 mm
21
tensile strength and a conductivity of 4.76 S cm [17]. width, 2.5 mm thickness and (ii) scaffold structures with
The enhanced mechanical and electrical properties are dimensions of 20 mm length, 20 mm width and 3 mm
attributed to the orientation process graphene undergoes thickness. Scaffold structure had an increasing pore size
during the extrusion of the filament. In addition to the gradient of 400–850 lm across all surfaces, using FDM
solid filament, ink based feedstock has also been investi- technique on a MakerBot Replicator 2 (Brooklyn, NY).
gated for 3D printing of graphene-reinforced polylactide- All tests were performed on dense 3D printed structures.
co-glycolide (PLG) for tissue engineering applications The purpose of printed scaffold structures is to provide
[20]. Higher electrical conductivity was found to be evidence of the potential of PLA-graphene. Samples of
achieved in samples extruded with tips of diameters of both geometries were printed at a temperature of 2208C
<400 lm, as a response to the shear forces allowing and an extrusion speed of 110 mm/s. Samples were
realignment of graphene sheets during extrusion [20]. The printed with a layer height of 0.2 mm and 100% infill
biocompatibility of 3D printed scaffold was evaluated in aiming to obtain the highest printing resolution.
vivo using a mouse model, where no inflammatory Extrusion nozzles with diameters of 0.4 and 0.6 mm
response was observed during a period of 30 days [20]. were used for PLA and PLA-graphene, respectively. A
The unique combination of rapid developments in 3D nozzle with a larger diameter was used for the
printing as a processing technique and feedstock materials extrusion of PLA- graphene to prevent clogging of the
as filament or ink has led to new challenges in the funda- nozzle resulting from the larger volume of molten
mental understanding of “processing-structure-properties” material being extruded caused by the higher thermal
of 3D printed structures. The challenge becomes more conduction of graphene in the filament.
complex with varying type, and composition of reinforce-
ment (e.g., Gr, rGO, GO and graphene) added to polymer
filament due to changing nature of interfacial interactions, Thermal Properties Characterization
which in turn influence the printing, curing and properties Differential scanning calorimetry (DSC) was carried
of the polymer composite. Although biocompatibility of out for as-received PLA, and PLA-graphene filaments
graphene-reinforced PLA has been proven in a previous and 3D printed samples, to investigate the effect of gra-
study [21], its potential application as load-bearing phene on the crystallization and melting behavior of the
implants, the resultant performance under frictional loads 3D printed samples. Studies were performed by a TA
and viscoelastic behavior needs to be evaluated. Instruments SDT Q600 (New Castle, DE). Samples were
In the present study, commercially available polylactic heated from 25 to 2008C at a heating rate of 58C/min.
acid (PLA) and graphene reinforced polylactic acid (PLA- Argon gas was passed through the cell at a rate of 50 ml/
graphene) composite filaments are used to manufacture min during the test. The degree of crystallization was
scaffold structure with a graded porosity and dense rectan- determined by the following expression:
gular samples by FDM based 3D printing. The mechanical
properties of the 3D printed PLA-graphene composite and DHm2DHc
control PLA sample v e ic in
are evaluated by i l nature,
instrumented indenta- s a
tion technique. Since c s
polymers are o t
enthalpy of pure crystalline PLA, the following being D tests were carried out at the normal loads of 5, 10 and 20
Hom5 93.6 J/g [21, 23]. N using a linear speed of 16 mm/s, making a 6 mm diam-
eter track for a total period of 30 min. A non-contact
Mechanical Characterization three-dimensional optical profilometer (Nanovea, Irvine,
CA) was employed to obtain line profiles of the wear
Quasi-static nanoindentation tests were conducted to tracks. Wear depth and width were obtained by analyzing
obtain the nanomechanical properties of 3D printed PLA the wear track’s 3D profile using Scanning Probe Image
and PLA-graphene composite using a Hysitron TI900 Tri- Processor (SPIP) software (Hørsholm, Denmark). Volume
boindenter (Hysitron Inc., Minneapolis, MN). A Berko- loss during the wear test was computed by multiplying
vich diamond indenter, with tip radius of 100 nm is used. the cross-sectional area of the wear track and circumfer-
A loading and unloading period of 10 s was kept, charac- ence of the track. A minimum of three worn surfaces for
terized by elastoplastic behavior to obtain measurements each load (5, 10 and 20 N) of PLA and PLA-graphene
of reduced elastic modulus and hardness. Since polymers were obtained, respectively. Analysis to determine aver-
are viscoelastic in nature, their creep behavior is very age volume loss and depth included obtaining 5 sections
important. Microscale creep tests of 3D printed PLA and corresponding to the cross section of the worn surface.
PLA-graphene samples were carried out using a Universal Further investigation of the worn surfaces was analyzed
Surface Tester (UST) (INNOWEP, W€urzburg, by using a JEOL JSM 6330F field emission scanning
Germany). Creep test performed with a 0.8 mm electron microscopy (SEM) (Tokyo, Japan) to obtain an
diameter spherical indenter, consisted on a continuous understanding of the mechanisms controlling the tribolog-
deformation under static loadings ranging between 10 and ical behavior.
90 mN over a period of 10 s. Elastic deformation
experienced by the 3D printed specimens during creep RESULTS
test is eliminated from the curve allowing further
evaluation of creep induced deformation. Filament and 3D Printed Macro/Microstructure
The microstructure of the as-received PLA and PLA-
Tribological Characterization graphene filaments on top surface and cross-section are
shown in Fig. 1. Pure PLA shows a dense microstructure,
Wear tests were performed by using a Nanovea ball-
while PLA-graphene demonstrates a highly porous surface
on-disk tribometer (Irvine, CA) to evaluate the wear resis-
with the presence of dispersed graphene flakes embedded
tance and coefficient of friction of 3D printed PLA and
in the polymeric matrix.
PLA-graphene, using a 3 mm diameter stainless steel ball
The morphology of the 3D printed scaffolds shown in
as the counter material. Parameters of the wear studies
Fig. 2 demonstrates interconnected porous structures with
were chosen by taking into consideration the conditions
a well-defined pore size gradient as described earlier. A
the material must endure in its intended application as
gradient pore size was chosen to demonstrate the potential
orthopedic implants. In the case of load-bearing implants,
application as the orthopedic scaffold where cells can dif-
resistance to high contact pressure will be required. Wear ferentiate and proliferate as per the pore size distribution
PLA was 58.97 J/g while that found in PLA-graphene reduces the crystallinity. The rapid cooling experienced
was 55.48 J/g. A decrease in the evaluated percent crys- by PLA-graphene restrict the fluidity and mobility for the
tallinity was observed for 3D printed PLA-graphene, con- rearrangement of polymer chains to take place resulting
sistent with the literature where the addition of graphene in reduced crystal structure formation [27].
FIG. 4. DSC heating curves of PLA and PLA-graphene (a) as-received filament and (b) 3D printed. [Color
figure can be viewed at wileyonlinelibrary.com]
%
Sample Tg (8C) Tc (8C) Tm (8C) Crystallinity
Mechanical Properties
Nano-scale hardness and reduced elastic modulus (Er)
values were obtained from nanoindentation of 3D printed
samples and are listed in Table 2. The representative
load-displacement curves from individual indents of 3D FIG. 5. Representative load–displacement curves obtained from nano-
printed PLA and PLA-graphene are shown in Fig. 5. The indentation of 3D printed PLA and PLA-graphene. [Color figure can be
viewed at wileyonlinelibrary.com]
evaluation of the nanomechanical properties through
nanoindentation, represent an idealized and small volume
Upon application of an instantaneous constant load,
of the 3D printed structures where the presence of poros-
primary creep takes place, where the material subjected
ity will have a minimal effect on the measurements.
to stress will experience a rapid deformation with a con-
Assessing the localized properties of the composite, an
18% improvement in nanohardness is obtained in PLA- tinuously decreasing strain rate [28]. It is evident by the
graphene. An increase in the elastic modulus of PLA- curve that this is achieved at a lower creep displacement
by PLA-graphene as compared to PLA. This observation
graphene by rv11% and resistance to displacement
suggests an increase in creep resistance attributed to gra-
(rv25%), suggest there is a higher resistance to plastic
phene’s impeding effect in strain hardening. Secondary
deformation in the reinforced samples. This behavior can
creep is characterized by an almost constant strain rate,
be attributed to the effective transfer of stress to the gra-
for which a combination of strain hardening and recovery
phene reinforcement. During the unloading period, PLA-
mechanisms take place [28, 29]. Figure 6b shows the
graphene can recover 43% of the elastic deformation
maximum displacements achieved during creep tests dur-
experienced, while PLA was able to recover 25%, indicat-
ing a hold period of 10 s with loads of 10, 25, 50, 75 and
ing that the presence of graphene in the filament
90 mN. It is observed that even at higher loads the addi-
decreases the permanent deformation. The improvement
tion of graphene in the filament decreases the creep dis-
in the nanomechanical properties of 3D printed PLA-
placement by around 20.5%.
graphene composite indicates that the refinement of 3D
printing processing parameters could result in further
improvement of the overall mechanical properties. Tribological Behavior
Wear behavior of 3D printed PLA and PLA-graphene
Time-Dependent Viscoelasticity was evaluated using a ball-on-disk tribometer under dry
sliding conditions. The coefficient of friction (COF) dur-
Since polymers are visco-elastic in nature and exhibit ing wear test as a function of time for loads of 5, 10 and
creep deformation, the time-dependent viscoelastic behav- 20 N are shown in Fig. 7. Pure PLA exhibited a higher
ior of the 3D printed PLA and PLA-graphene were evalu- COF in the range of 0.5–0.6, after a stabilization period
ated at the microscale length using a depth-sensing (run-in period) The initial instability in the COF curve of
universal surface tester. Figure 6a shows the creep dis- PLA is attributed to the unbalanced contact between the
placement curves of 3D printed PLA and PLA-graphene steel counter surface and 3D printed layers [26]. PLA-
under a load of 25 mN. graphene (Fig. 7b and c) experiences a significantly lower
COF (0.1–0.35) during the first 10 min of the test. After
a transition period between 10 and 15 min of the wear
TABLE 2. Reduced elastic modulus and nanohardnesses of 3D printed
PLA and PLA-graphene. tests, the curve representing the COF of PLA-graphene
8a) and PLA-graphene (Fig. 8b) as well their respective under normal loads of 20 N revealed a wear track with
linear wear patterns (Fig. 8c). Superior wear resistance decreased average width by rv21% as opposed to PLA
was observed in PLA-graphene, where tests performed which also was characterized with a higher wear depth of
FIG. 7. COF’s of PLA (a) and PLA-graphene (b) at loads of 5, 10, and 20 N for sliding periods of 30 min.
(c) Average COF during the initial 15 min of the wear test. [Color figure can be viewed at
wileyonlinelibrary.com]
rv0.18 mm. Wear volume loss computed from the track is allowing the rearrangement of polymer chains to take place
shown in Fig. 8d for tests conducted under a normal load [29]. A restriction of PLA’s polymer network during strain
of 20 N for PLA and PLA-graphene. The incorporation of hardening is responsible for the increase in creep resistance
graphene in the PLA based filament resulted in a 14% experienced by PLA-graphene. In the case of PLA-
enhancement in wear resistance. graphene, the presence of graphene in the matrix restrains
the movement of segments, resulting in the effective distri-
DISCUSSION bution of load to the graphene reinforcement preventing
further deformation of the polymer network. Over a small
Time-Dependent Viscoelasticity period, steady-state creep is achieved, and strain rate
Creep mechanism in 3D printed PLA and PLA- becomes almost constant achieving its minimum value. Lit-
graphene. The behavior of microscale creep-induced defor- erature has proven this region to be strain-rate dependent,
mation of PLA and PLA-graphene is highly dependent on where the response of the material to stresses will be a
its molecular structure. Due to its noncrystalline structure com- bination of that of an elastic solid and a viscous
with long entangled chains and covalent bonds, higher fluid [29, 31]. To prove the creep mechanism is occurring
chain mobility is experienced in PLA under the application in the com- posite, a stress vs. strain rate curve in the
of a load. A significant rotation and translation of chains logarithmic scale is plotted to analyze the strain-rate
are observed during the exertion of a constant load, as that sensitivity index [32]. Contact stress is measured by the
experienced during a creep test, for which deformation following formula [13]:
presents a visco-elastic behavior [30, 31]. It was noted that F
a higher creep displacement was acquired by PLA during r5 ; (2)
its transient region as compared to PLA-graphene. During Ap
primary creep, strain rate tends to decrease with time where Ap represents the projected contact area using the
known geometry of the indenter at any depth displaced.
8 POLYMER COMPOSITES—2017 DOI 10.1002/pc
index value allows for higher level of stresses to achieve
equivalent deformations [36]. That is, the enhanced
response to creep-induced deformation exhibited by PLA-
graphene is due to the stresses becoming dependent on
the constricted chain mobility experienced. Similar behav-
ior has been observed in tensile creep testing of polymer/
graphene reinforced composites [10, 13, 37], confirming
the concluded creep mechanism in the restriction of vis-
cous flow of polymers.
Wear Behavior
To understand the wear behavior of 3D printed poly-
mer and composite, the wear tracks were examined using
SEM. Figure 10a shows a SEM image of the wear track
of 3D printed PLA. The wear track shows large sized
FIG. 9. Linear fitting of logarithmic stress–strain rate of PLA and PLA- delamination regions characteristic of adhesive wear (Fig.
graphene. [Color figure can be viewed at wileyonlinelibrary.com] 10a). Degraded polymer features illustrated in Fig. 10b
are attributed to the frictional heat generated during
For a spherical indenter, the projected area of contact is shearing of the surface. During this period, a shear-
given by [33] induced softening of the polymer takes place giving rise
to the detachment of polymer particles [38], resulting in
Ap52pRihc: (3) the transfer of clusters of debris throughout the wear track
responsible for the higher COF. In a similar manner, Fig.
Where Ri represents the radius of the spherical indenter
10c reveals the presence of finer debris on the wear track
and hc represents the contact depth. Strain rate is com-
of 3D printed PLA-graphene. The reduced size of debris
puted given the following formula [34]:
could be attributed to the easy separation of graphene
1 dh flakes from the polymer matrix aided by the low crystal-
e_ 5 : linity of PLA- Graphene
and the weak interfacial
h
bonding between PLA
d
and graphene. Figure
t
10d show the pres-
For which h represents the ence of a graphene flakes
instantaneous depth of the along the wear track,
indenter and dh=dt which contributes to the
represents the rate of enhanced tribological
change of inden- tation performance exhibited by
depth. Computation of the PLA-graphene.
strain-rate sensitivity index A contributing factor
(m) for viscoelastic in the wear volume loss
materials obeys the power differ- ence can be
law assuming a steady- attributed to the material’s
state process has been hardness. Improvement in
approximated [32, 35]: hardness of the material
has proven to increase
r5 the wear resistance as per
Cð Archard’s relation shown
e_ in Eq. 6, where dV refers
m
Þ ; to the wear volume loss,
k is wear resistance factor
where r represents the and dx is the wear distance
stress experienced by the traveled,
constant load applied over
the projected area of the
indenter, e_ is
the strain-rate, m is the strain-rate sensitivity index
the wear response. To understand the reduced COF exhib- Figure 11a shows the formation of a smooth tribofilm
ited by PLA-graphene during the first 10–15 min of the composed of graphene flakes acting as a lubricant during
wear test, the subsurface of the wear track was analyzed. the wear test. Figure 11b shows a high magnification
FIG. 11. (a) PLA-graphene subsurface with tribofilm. (b) Presence of graphene flakes in the subsurface of
PLA-graphene wear track. [Color figure can be viewed at wileyonlinelibrary.com]