CIRP Annals - Manufacturing Technology 61 (2012) 43–46 Contents lists available at SciVerse ScienceDirect CIRP Annals - Manufacturing Technology jou rnal homep age : ht t p: // ees .e lse vi er . com /ci r p/ def a ult . asp Development of an energy consumption monitoring procedure for machine tools Thomas Behrendt a, André Zein a,b, Sangkee Min (2)c,* a b c TU Braunschweig, Braunschweig, Germany Joint German-Australian Research Group ‘Sustainable Manufacturing and Life Cycle Management’, Sydney, Australia Laboratory for Manufacturing and Sustainability (LMAS), University of California, Berkeley, CA, USA A R T I C L E I N F O A B S T R A C T Keywords: Energy Monitoring Machine tool A systematic method to assess energy consumption of machine tools for comparable analysis of data and to accurately evaluate the energy efficiency of various machine tools is necessary with increasing interests in green manufacturing. This paper proposes a novel and coherent methodology by presenting a detailed description of different test procedures based on standardized workpieces. The methodology was successfully applied to nine machining centers. Energy consumption characteristics of the studied machine tools are compared and the potential of using the obtained data for energy labeling of machine tools is discussed. ß 2012 CIRP. 1. Introduction Energy reduction strategies are increasingly important with the constant increase in electricity costs and the rising environmental awareness of both manufacturers and customers. Machine tools highly contribute to energy consumption in the industrial sector, which is the most energy-consuming sector in the U.S. with a share of 31% in 2010. At the same time, costs for energy have increased by almost 70% since the late 1990s [1]. The high environmental impact of these products was also declared by the European Commission within its ‘‘Energy using products’’ directive, which was created for improving the environmental performance of products with excessive energy consumption [2]. Most research provided only little insight into how the data mining was done. This results in challenging interpretations when comparing data of different machines. Thus, the development of effective optimization strategies that are valid for the majority of machine tools urgently requires standardized test procedures. The work presented here addresses this problem by deriving formalized assessment procedures and developing a novel standard test piece. 2. Energy consumption of machine tools Most studies provided in literature focus on measuring the power consumption of different types of machine tools as a basis for identifying optimization potentials. A commonly accepted energy breakdown by Dahmus and Gutowski divides the power demand of machine tools into three different modes: idle mode, run-time mode, and production mode. In idle mode, the machine is ready for production and components such as the operation panel and fans accumulate to a constant power demand. During run-time mode, further auxiliaries are activated, which, once turned on, * Corresponding author. 0007-8506/$ – see front matter ß 2012 CIRP. http://dx.doi.org/10.1016/j.cirp.2012.03.103 have a constant power demand (e.g. spindle motor and coolant pumps). The production mode represents the power demand while removing material. This portion is variable and dependent on the load applied to the machine [3]. Numerous studies showed that the power necessary for removing the actual material has only little impact on the overall energy consumption [4,5]. Thus, different approaches aimed to reduce the constant part by either improving specific components or by reducing the overall cycle time [6,7]. Influences on power demand were identified, such as process parameters [8], selection of tooling [9], and workpiece material [10]. Hence, power measurements are highly dependent on a variety of preconditions that directly affect the obtained data and therefore require standardized test procedures. 3. Standards in energy evaluation of machine tools Based on the above-mentioned variability of power data, a controversial discussion about standardized procedures has recently evolved. Dornfeld noted that unambiguous data created through standards is necessary to accomplish reliable environmental evaluations [11]. In addition, Kuhrke et al. emphasized the need of further standardization efforts and point out that the definition of such procedures is essential for each component in order to ensure the calculation of energy consumption on the same basis [12]. The Japanese Standards Association (JSA) published an initial approach towards standardized power data in 2010 [13]. This methodology describes different procedures for power measurements of the three previously described modes, including a standard workpiece for three-axis milling machines. Abele et al. pointed out that this workpiece, however, could only be used by companies for comparing their energy efficiency improvements without being able to compare among different manufacturers [14]. T. Behrendt et al. / CIRP Annals - Manufacturing Technology 61 (2012) 43–46 44 Another work on standardized energy data is currently developed by the International Organization for Standardization (ISO) within the framework ‘‘Environmental evaluation of machine tools’’ (ISO/NP 14955) [15]. The scope of this standard is to define the environmental performance of machine tools regarding their design with a focus on metal cutting and forming machines. The energy consumption, associated CO2-emissions, and consumption of materials are taken into account as the main environmental impacts [16]. However, methods and procedures are yet to be defined. Fig. 1. Spindle and axis movement [13]. 4. Development of a standardized test procedure The developed test procedure is composed of three assessment methods revising the energy demand in idle mode, in operational sequences, and machining operations. In order to ensure a scalability of the test procedures, 232 machine tools of four major manufacturers were surveyed that identified the work area (i.e. X- times Y-travel) as the parameter that correlates most accurately with the size of a machine tool. The work area (A) of the studied machine tools varies between 0.02 m2 and 10 m2. Three main groups of machine tool sizes are subsequently classified: small (A 0.1 m2), medium (0.1 m2 < A 1 m2), and large (A > 1 m2). Small machine tools account for only 2%, whereas medium-sized machine tools account for 58% and large machine tools for 40% of 232 machines, respectively. 4.1. Standby power First, a ‘‘standardized start-up procedure’’ evaluates the power demand during idle mode, which is independent on the size of the machine and actual material processing. Power measurements shall be commenced according to the sequence given in Table 1, which ensures an accurate measurement of standby power. 4.2. Component power The ‘‘component cycle’’ was derived to assess in detail the power consumed by the remaining main components, which provided a process-induced power demand. Each peripheral was activated for three times, while the machine dwelled in each mode for 10 s to achieve statistically significant data. The power consumption of the spindle at different speeds was measured as suggested by the JSA (Fig. 1(left)). The drives were actuated by moving the spindle along a cubic motion pattern following a–b–c– d–a–e–h–d–f–h–a–g–b–a (Fig. 1(right)). Five different feed rates were used during the motion pattern, including maximum feed rate (fmax), rapid traverse rate and 1/4, 1/ 8, and 1/2 fmax. If featured by the machine, the worktable or spindle was rotated around the 4th and 5th axis (including rapid traverse rate). The travel distance between the vertices of the cube was doubled from small (100 mm) to medium (200 mm) and again from medium to large (400 mm). Table 1 Standardized start-up procedure. # Component Power meter 1 2 Main switch 3 Transformera 4 Panel 5 Door Standby power 6 Panel 7 Transformera 8 Main switch 9 Power meter a Operation Time [min] Start recording On On On Open/close 00:00 00:30 01:00 01:30 03:00 Off Off Off Stop recording 09:00 09:30 10:00 10:00 Only true for machine tools that are equipped with this component. Fig. 2. Standard test piece (small size). 4.3. Machining power Due to the lack of a specific standard for test workpieces for machining energy testing, a test workpiece was derived based on the suggestion of the JSA standard. The limitation of the JSA workpiece was overcome by scaling the dimensions of the workpiece matching the capabilities of the machine under study. Dimensions were doubled from small to medium and from medium to large test piece, respectively. This generated an appropriate level of load that allowed comparing different sizes properly. The developed test piece included 17 different features and incorporated face milling, grooving, pocketing, and drilling operations (Fig. 2). Six main features can be distinguished in the design shown above, which were machined in following order: face milling (1), three large grooves (2), three small grooves (3), X-, Y-, and 458pockets (4), a trochoidal groove (5), and six holes (6). According to the previous classification of machine tools, three different sizes of test pieces were designed (small, medium, and large). The facing operation was achieved by a face-mill with five inserts and a 908 angle. The end-milling operations were machined with three sizes of a 4-fluted end-mill. A 2-fluted high precision drill with a tip angle of 1408 and a TiN/TiAlN multilayer coating was used for drilling the six holes. Cold rolled AISI/SAE 1018 steel was used as the workpiece material. Table 2 summarizes the main parameters for machining the test piece. 5. Experimental setup A Yokogawa CW240 clamp-on powermeter was used in a threephase, single-load setup for measuring the power consumption while performing the procedures of the developed methodology. The maximum sampling frequency of the used device is 10 Hz. In total, nine different machine tools were studied including four 3axis vertical milling machines (Mori Seiki (MS) NVD1500 (24,000 and 40,000 rpm), MS Dura Vertical (DV) 5060, and Haas VF-0), a 4axis horizontal milling center (MS NH8000), two 5-axis vertical milling machines (MS NMV1500 and MS NMV5000), a mill-turn center (MS NT1000), and a CNC lathe (MS NL200SY). 6. Experimental results The following results on energy consumption were calculated of at least 40 data points. The resulting averaged values guarantee the reproducibility of the test procedure for each machine tool. T. Behrendt et al. / CIRP Annals - Manufacturing Technology 61 (2012) 43–46 45 Table 2 Cutting parameters (medium-sized test piece). Operation # 1 DOC [mm] Feed rate [mm/min] 1.0, 2.0, 3.0 160 Feed/tooth [mm/tooth]/feed/revolution [mm/rev] 0.05 2 3 4 5 6 200 240 280 0.05 0.06 0.07 400 480 560 0.05 0.06 0.07 400 400 20.0 100, 200, 300, 400, 500, 600 0.05 0.05 0.05, 0.1, 0.15, 0.2, 0.25, 0.3 Fig. 3. Standby power of studied machine tools. 6.1. Standby power The studied standby power varied significantly across and within the three different classes (Fig. 3). Additionally, standby power increased with the complexity of a machine tool. The small and complex 5-axis NMV1500, for instance, has a standby power that is almost 2 kW above the medium-sized Haas machine. Even within one (medium-sized) class of machine tools the standby power value varied up to about 3.7 kW. 6.2. Component power Comparing the obtained spindle data across the three classes of machine tool size revealed that the three groups could also be separated by the power consumption ratio (slope of the graph) (Fig. 4). While small machine tools have a low ratio with a large range of rotational speeds, large machines, in comparison, have a very high ratio but a rather small range. The maximum power value of the nine machines at the maximum spindle speed varied from 650 to 2000 W. At similar rotational speeds, the energy consumption varied significantly across different machines and depends on the torque provided by the motors. At 5000 rpm, for example, the power demand ranged from 78 W for the NVD1500 (40,000 rpm-version) up to 1265 W for the NH8000. The spindle speed and power demand for the turning spindles of the NT1000 and NL2000 follow a linear relationship. Since the workpiece was mounted directly to the spindle, the motors had to provide significantly more torque than the milling spindles. This resulted in power demands of about 2–9 kW at 5000 rpm. In addition, the power consumed by the remaining components such as coolant pumps, chip conveyor, tool changer, and drives was assessed using the components cycle. Sankey diagrams were Fig. 4. Spindle power of studied machine tools. Fig. 5. Component power of the NH8000. created for each machine for visualizing the energy consumed by each component relative to the overall energy consumption. Three different shadings were chosen for separating the energy and easing the analysis of gathered data through colored coding: black for the components that contribute to standby power, dark gray for components in run-time mode, and light gray for the spindle and axes with variable energy consumption. The thickness of each arrow reflects the percentage on overall energy, shown at the top of the diagram. The spindle power is given for 50% of the maximum spindle speed. The axis power is given for the average power consumed by each axis at a feed rate of 2500 mm/min, which in most cases is also 50% of the maximum cutting feed rate. As an example, Fig. 5 shows the component power of the MS NH8000. The main power consuming components of all of the nine machine tools were the coolant pumps, spindle, controller, tool change system (only using energy when tool change is performed), and the hydraulics. Fig. 6 shows that the components that accumulate to the constant power demand of the machine tool account for up to 41% on total power demand. However, these are the components that are always turned on, regardless of the machine’s operational status. Again, this figure shows that the total power consumption is highly dependent on both the size and complexity of the machine tool. In this study, total power varied from about 1.6 to 19.4 kW. 6.3. Machining power The contribution of the material removal process is determined by machining the standard test piece on six of the nine machine tools. As indicated in Table 3, cycle times (TCycle) of 10:45 min, 15 min, and 1:16:15 h for the small, medium, and large test pieces were designed. The energy (E) used during this process was Fig. 6. Component power of studied machine tools. T. Behrendt et al. / CIRP Annals - Manufacturing Technology 61 (2012) 43–46 46 Table 3 Characteristics of machining process. Value Small NVD1500 TCycle [h] E [kWh] qCut [%] PPeak [W] PF [%] 0:10:45 0.1845 3.65 3320 98 Medium NMV1500 Haas VF-0 0.7142 1.85 20,130 64 0:15:00 0.3638 20.53 15,610 66 computed by integrating the power data over TCycle. The NVD1500 used 0.19 kWh for machining the small test piece, while the NH8000 used 9.3 kWh for the large test piece. The energy that is used for the cutting process only (ECut) was determined by measuring at first the energy used for performing an air cut (EAir) of the exact same cycle (i.e. no material was removed). Subtracting EAir from E reveals ECut, which is given as a percentage of E (qCut) and varies between 2% and 20%. For the complex machines, however, this value accounts for only 2–8% (NVD1500, NMV1500, NMV5000, and NH8000). This observation shows the little impact contributed by the machining process. The peak power (PPeak) while machining is essential for power grid design and varied from 3.3 kW for the NVD1500 to 55.6 kW for the NH8000. The power factor (PF) is an important measure for the energy efficiency of an electric system. Most power consumed in industry is contributed by inductive loads (e.g. electric motors, drives, coolant pumps, and transformers), representing some of the main components of machine tools that accumulate to a low power factor. Increased current flow and voltage drops are caused by low PFs, which reduce the electrical system’s distribution capacity and cause penalty charges for PFs less than 85% (plant level) [17]. Five of the six machine tools have a power factor of less than 70%, Table 3. 6.4. Standardized energy reporting The standardized data can further be used for creating standardized energy data sheets. In addition to the main characteristics, the components contributing to standby power, the spindle power at certain rotational speeds, the component power consumption, and the energy data obtained through machining the test piece can be summarized. The Sankey diagrams with colored coding support the comprehensive display of energy data. In comparison to categorizing the machine tools regarding the use of energy, the data sheets provide a detailed overview of the different energy consumptions and their sources. Publishing the energy consumption data would enforce the competitiveness among manufacturers and foster the activities towards a reduction of energy use of their machines. 7. Conclusion Efforts to improve the energy demand of machine tools increasingly rely on effective methods and assessment procedures to derive functional data as a mandatory input to subsequent analysis and improvement. In addition to measuring the power demand in operational states, this paper proposed the use of standard assessment procedures to characterize the power demand of machine tools. The applicability is validated on diverse machine tools indicating the high potential of formalized assessment procedures as a basis for improvement and exchange of information. The presented three-step methodology for measuring the main groups of power demand can be applied by potential users according to the desired level of the detail. First, identifying the highly dominant idle power might be sufficient for sole customers of machine tools. Optimization strategies that aim to switch the machine in idle mode when not in use can now be evaluated. Second, component manufacturers might expand their assessment activities to the second step, which allows evaluating the effectiveness of optimization efforts regarding specific components such as drives, spindles, and coolant pumps. Including the third step mainly addresses machine tool manufacturers for questioning the overall Large DV5060 NMV5000 NH8000 0.5557 14.7 16,440 69 1:16:15 1.9323 4.25 36,900 51 9.2907 7.57 55,600 69 machine tool concept. The required data for evaluating and optimizing the operational behavior of a machine is generated by executing all three steps of the presented methodology. The proposed methodology is useful for companies wanting to establish some standard practices until such time as a standard is established. 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