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Chen, et al.

                L25  (4×5 ) orthogonal experimental  design with four   densified  biofuels.   When  the  impact  resistance  of
                                                                                     27
                        4
                factors and mixed levels was adopted.               densified  pellets  is  ≥95%,  the  pellets  are  considered
                                                                    good quality.  It demonstrates good performance and
                                                                                28
                2.2. Quality evaluation indicators for densified    market potential in practical applications, meeting the
                biofuel                                             combustion needs of high-temperature equipment such
                For  enhanced  transportability  and  storage  efficiency   as industrial  boilers and kilns, and ensuring that  the
                of  densified  biofuel,  this  study  employed  three  key   densified biofuel maintains high combustion efficiency
                physical  properties  as  quality  evaluation  metrics:   and stability during the burning process.  The formula
                                                                                                        29
                Relaxed density (H1), relaxation ratio (H2), and impact   is presented in Equation III:
                resistance (H3).
                  Relaxed  density refers to the density of biomass   I   M f  100 %                           (III)
                pellets after they reach a stable state following expansion   M b
                or contraction post-forming.  A higher relaxed density
                                         24
                indicates a greater density of the densified pellets, which   Where  I represents the impact  resistance of the
                typically  corresponds  to  better  forming  quality  and   densified pellets (%), M  is the weight of the densified
                                                                                          f
                higher combustion efficiency. The formula is presented   pellets before the drop test, without sieving (g), and M
                                                                                                                    b
                in Equation I:                                      is the weight of the densified pellets after the drop test,
                                                                    after sieving (g).
                    4m
                ρ =                                           (I)   2.3. Temperature field and temperature MSD
                      2
                    π dh                                            Temperature  represents  the  thermal  energy  state  of
                  Where ρ represents the relaxed density (g/cm ), m is   an object’s interior or surrounding environment.  The
                                                          3
                the pellet weight (g), d is the pellet diameter (cm), and h   spatial  distribution of temperature  values within a
                is the pellet length (cm).                          material system constitutes its temperature field. 30
                  The relaxation ratio of formed pellets is the ratio of   In  biomass  densification,  the  temperature  field
                the initial relaxation density to the stabilized relaxation   significantly  influences  pyrolysis,  drying,  and
                density. A high relaxation ratio indicates more internal   compaction  processes,  consequently  affecting  key
                voids, making the pellets prone to moisture absorption   fuel  properties including  heating  value,  stability,
                and  breakage,  while  a  low relaxation  ratio  suggests   durability, chemical  composition,  and energy density.
                minimal shrinkage after forming, resulting in a compact   The  temperature  MSD  serves  as  a  critical  parameter
                structure conducive to long-term storage.  The lower the   for characterizing temperature field uniformity, where
                                                   25
                relaxation ratio of the pellets, the higher their stability,   lower values indicate more homogeneous distributions
                which  is  beneficial  for  subsequent  transportation  and   and  higher  values  reflect  greater  heterogeneity.  The
                storage. The formula is presented in Equation II:   MSD is calculated following Equation IV: 31

                   ρ                                                        N
                λ =  i  ρ                                     (II)            i
                                                                                  T
                                                                              T
                      r                                              Kt     i 1                                (IV)
                                                                              N
                  Where  λ represents the relaxation ratio,  ρ  is the   where K  represents the temperature MSD,  T  is the
                                                          i
                initial density (i.e., the density measured immediately   average temperature within the observed region, T is
                                                                              t
                after  pellet  formation)  (g/cm ), and  ρ  is the  relaxed   the temperature of the i-th pixel in the observed region,
                                                                                                                  i
                                          3
                                                  r
                density (g/cm ).                                    and  N is the total  number  of pixels in the  observed
                            3
                  Impact resistance measures the ability of densified   region.
                pellets to maintain their original shape after multiple   The formula for the average temperature  T  within
                drops and collisions.  A  higher impact  resistance   the region is presented in Equation V:
                indicates better mechanical strength and higher quality
                of the  pellets.  According to the forestry industry    T dxdy
                standard LY/T 2552-2015, the impact  resistance      T =  i                                       (V)
                of  bamboo-based  densified  biofuel  is  considered      A
                compliant if it exceeds 90%.  Furthermore, the energy   Where A represents the area of the region.
                                         26
                standard NB/T 34024-2015 classifies densified biofuels   The temperature MSD serves as a quantitative metric
                with impact resistance greater than 95% as Grade III   for  assessing  temperature  field  uniformity,  reflecting



                Volume 22 Issue 6 (2025)                        62                           doi: 10.36922/AJWEP025240195
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